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Fig. 1.
Fig. 1.

Frontispiece.
Cover page.
Comets and meteors:
THEIR PHENOMENA THROUGHOUT HISTORY;
THEIR MUTUAL RELATIONS;
AND THE
THEORY OF THEIR ORIGIN.
BY
DANIEL KIRKWOOD, Ph.D.,
PROFESSOR OF MATHEMATICS IN INDIANA UNIVERSITY, AND AUTHOR OF "METEORIC ASTRONOMY."
PROFESSOR OF MATHEMATICS AT INDIANA UNIVERSITY, AND AUTHOR OF "METEORIC ASTRONOMY."

PHILADELPHIA:
J. B. LIPPINCOTT & CO.
1873.
PHILADELPHIA:
J. B. LIPPINCOTT & CO.
1873.
Entered according to Act of Congress, in the year 1873, by
DANIEL KIRKWOOD, LL.D.,
In the Office of the Librarian of Congress at Washington.
Entered according to the Act of Congress in 1873 by
DANIEL KIRKWOOD, LL.D.,
In the Office of the Librarian of Congress in Washington.
PREFACE.
The origin of meteoric astronomy, as a science, dates from the memorable star-shower of 1833. Soon after that brilliant display it was found that similar phenomena had been witnessed, at nearly regular intervals, in former times. This discovery led at once to another no less important, viz.: that the nebulous masses from which such showers are derived revolve about the sun in paths intersecting the earth's orbit. The theory that these meteor-clouds are but the scattered fragments of disintegrated comets was announced by several astronomers in 1867:—a theory confirmed in a remarkable manner by the shower of meteors from the débris of Biela's comet on the 27th of November, 1872.
The beginnings of meteoric astronomy as a science trace back to the famous meteor shower of 1833. Right after that stunning event, it became clear that similar occurrences had happened at almost regular intervals in the past. This discovery immediately led to another equally significant finding: that the cloud-like masses giving rise to these showers orbit the sun in paths that cross the Earth’s orbit. The idea that these meteor clouds are simply the leftover fragments of broken-up comets was proposed by several astronomers in 1867, a theory that was notably validated by the meteor shower from the débris of Biela's comet on November 27, 1872.
To gratify the interest awakened in the public mind by the discoveries here named, is the main design of the following work. Among the subjects considered are, cometary astronomy; aerolites, with the phenomena attending their fall; the most bril[Pg 4]liant star-showers of all ages; and the origin of comets, aerolites, and falling stars.
To satisfy the curiosity sparked in the public by the discoveries mentioned here is the main purpose of this work. The topics covered include cometary astronomy, meteorites and the events surrounding their fall, the most spectacular meteor showers throughout history, and the origins of comets, meteorites, and shooting stars.
It may be proper to remark that the language used by the writer in a volume[1] published several years since, and now nearly out of print, has been occasionally adopted in the following treatise.
It might be worth mentioning that the language used by the author in a volume[1] published a few years ago, which is now almost out of print, has been sometimes included in this treatise.
Bloomington, Indiana, April, 1873.
Bloomington, Indiana, April 1873.
CONTENTS.
PAGE. | |
Introduction | 3 |
CHAPTER I. | |
A General Overview of the Solar System | 9 |
CHAPTER II. | |
Comets | 13 |
Comets Visible During the Day | 15 |
Periodic Comets | 18 |
CHAPTER III. | |
Comets with elements that suggest they have a regular cycle, but whose returns have not been identified. | 31 |
CHAPTER IV. | |
Other Notable Comets | 39 |
CHAPTER V. | |
The Position and Arrangement of Comet Orbits | 43 |
CHAPTER VI. | |
The Breakdown of Comets | 49 |
CHAPTER VII. | |
Meteorite Gems[Pg 6] | 57 |
CHAPTER VIII. | |
November 14 Meteor Shower | 69 |
CHAPTER IX. | |
Other Fast Streams | 82 |
CHAPTER X. | |
The Origin of Comets and Meteors | 94 |
I.
Comets.
COMETS AND METEORS.
Comets and Meteors.
CHAPTER I.
A GENERAL VIEW OF THE SOLAR SYSTEM.
A descriptive treatise on Comets and Meteors may properly be preceded by a brief general view of the planetary system to which these bodies are related, and by which their motions, in direction and extent, are largely influenced.
A detailed discussion on Comets and Meteors should start with a short overview of the planetary system that these objects are connected to, which significantly impacts their movement in both direction and distance.
The Solar System consists of the sun, together with the planets, comets, and meteors which revolve around it as the centre of their motions. The sun is the great controlling orb of this system, and the source of light and heat to its various members. Its magnitude is one million three hundred thousand times greater than that of the earth, and it contains more than seven hundred times as much matter as all the planets put together.
The Solar System includes the sun, along with the planets, comets, and meteors that orbit around it as the center of their movements. The sun is the main controlling body of this system and the source of light and heat for its various parts. Its size is one million three hundred thousand times greater than that of Earth, and it contains more than seven hundred times the amount of matter found in all the planets combined.
Mercury is the nearest planet to the sun; its mean distance being about 35,400,000 miles. Its diameter is 3000 miles, and it completes its orbital revolution in 88 days.
Mercury is the closest planet to the sun, with an average distance of about 35,400,000 miles. Its diameter is 3,000 miles, and it takes 88 days to complete its orbit.
Venus, the next member of the system, is sometimes our morning and sometimes our evening star. Its magnitude is almost exactly the same as that of the earth. It revolves round the sun in 225 days.[Pg 10]
Venus, the next planet in the system, is sometimes our morning star and sometimes our evening star. Its size is nearly the same as that of Earth. It orbits the sun in 225 days.[Pg 10]
The earth is the third planet from the sun in the order of distance; the radius of its orbit being about 92,000,000 miles. It is attended by one satellite,—the moon,—the diameter of which is 2160 miles.
The Earth is the third planet from the sun in distance; its orbit has a radius of about 92,000,000 miles. It has one satellite—the moon—which has a diameter of 2,160 miles.
Mars is the first planet exterior to the earth's orbit. It is considerably smaller than the earth, and has no satellite. It revolves round the sun in 687 days.
Mars is the first planet outside of Earth's orbit. It's much smaller than Earth and has no moons. It takes about 687 days to complete its orbit around the sun.
The Asteroids.—Since the commencement of the present century a remarkable zone of telescopic planets has been discovered immediately exterior to the orbit of Mars. These bodies are extremely small; some of them probably containing less matter than the largest mountains on the earth's surface. 131 members of the group are known at present, and the number is annually increasing.
The Asteroids.—Since the beginning of this century, a remarkable area of telescopic planets has been discovered just outside the orbit of Mars. These bodies are very small; some of them probably contain less mass than the biggest mountains on Earth. Currently, 131 members of the group are known, and this number continues to grow each year.
Jupiter, the first planet exterior to the asteroids, is nearly 500,000,000 miles from the sun, and revolves round it in a little less than 12 years. This planet is 86,000 miles in diameter, and contains more than twice as much matter as all the other planets, primary and secondary, put together. Jupiter is attended by four moons or satellites.
Jupiter, the first planet outside the asteroid belt, is about 500 million miles from the sun and takes just under 12 years to orbit it. This planet has a diameter of 86,000 miles and contains more than twice the mass of all the other planets, both major and minor, combined. Jupiter has four moons or satellites.
Saturn is the sixth of the principal planets in the order of distance. Its orbit is about 400,000,000 miles beyond that of Jupiter. This planet is attended by eight satellites, and is surrounded by three broad flat rings. Saturn is 73,000 miles in diameter, and its mass or quantity of matter is more than that of all the other planets except Jupiter.
Saturn is the sixth main planet in terms of distance. Its orbit is about 400 million miles past Jupiter's. This planet has eight moons and is encircled by three wide, flat rings. Saturn has a diameter of 73,000 miles, and its mass is greater than that of all the other planets except for Jupiter.
Uranus is at double the distance of Saturn, or nineteen times that of the earth. Its diameter is[Pg 11] about 34,000 miles, and its period of revolution 84 years. It is attended by at least four satellites.
Uranus is twice as far from the Sun as Saturn, or nineteen times farther than Earth. Its diameter is[Pg 11] about 34,000 miles, and it takes 84 years to complete one orbit. It has at least four moons.
Neptune is the most remote known member of the system; its distance being 2,800,000,000 miles. It is somewhat larger than Uranus; has certainly one satellite, and probably several more. Its period is about 165 years. A cannon-ball flying outward from the sun at the uniform velocity of 500 miles per hour would not reach the orbit of Neptune in less than 639 years.
Neptune is the farthest known planet in the solar system, located about 2,800,000,000 miles away. It's slightly larger than Uranus and has at least one moon, with the possibility of having more. It takes roughly 165 years to complete one orbit around the sun. If a cannonball were shot outward from the sun at a steady speed of 500 miles per hour, it would take at least 639 years to reach Neptune's orbit.
These planets all move round the sun in the same direction,—from west to east. Their motions are nearly circular, and also nearly in the same plane. Their orbits, except that of Neptune, are represented in the frontispiece. It is proper to remark, however, that all representations of the solar system by maps and planetariums must give an exceedingly erroneous view either of the magnitudes or distances of its various members. If the earth, for instance, be denoted by a ball half an inch in diameter, the diameter of the sun, according to the same scale (16,000 miles to the inch), will be between four and five feet; that of the earth's orbit, about 1000 feet; while that of Neptune's orbit will be nearly six miles. To give an accurate representation of the solar system at a single view is therefore plainly impracticable.
These planets all orbit the sun in the same direction—moving from west to east. Their paths are almost circular and lie in nearly the same plane. Their orbits, except for Neptune's, are shown in the frontispiece. However, it's important to note that any maps or planetariums depicting the solar system give a highly distorted view of the sizes or distances between its various components. For example, if the Earth is represented by a ball that’s half an inch in diameter, the diameter of the sun, using the same scale (16,000 miles to the inch), would be between four and five feet; the Earth's orbit would measure about 1,000 feet, while Neptune's orbit would be nearly six miles. Thus, providing a precise representation of the solar system all at once is simply impossible.
The Zodiacal Light.—This term was first applied by Dominic Cassini, in 1683, to a faint nebulous aurora, somewhat resembling the milky way, apparently of a conical or lenticular form, having its base toward the sun and its axis nearly in the direction of the ecliptic. The most favorable time for[Pg 12] observing it is when its axis is most nearly perpendicular to the horizon. This, in our latitudes, occurs in March, for the evening, and in October, for the morning. The angular distance of its vertex from the sun is frequently seventy or eighty degrees, while sometimes, though rarely (except within the tropics), it exceeds even one hundred degrees. It was noticed in the latter part of the 16th century by Tycho Brahe. The first accurate description of the phenomenon was given, however, by Cassini. This astronomer supposed the appearance to be produced by the blended light of innumerable bodies too small to be separately observed,—a theory still very generally accepted. In other words, the zodiacal light is probably a swarm of infinitesimal planets; the greater part of the cluster being interior to Mercury's orbit.
Zodiacal Light.—This term was first used by Dominic Cassini in 1683 to describe a faint, nebulous glow that looks somewhat like the Milky Way. It appears to have a conical or lens-shaped form, with its base facing the sun and its axis aligned nearly with the ecliptic. The best time to [Pg 12] observe it is when its axis is closest to being perpendicular to the horizon. In our latitudes, this happens in March for the evening view and in October for the morning view. The angle between its highest point and the sun is often seventy to eighty degrees, but sometimes (though rarely, outside the tropics) it can exceed one hundred degrees. Tycho Brahe noticed it in the late 16th century, but Cassini provided the first accurate description of the phenomenon. Cassini believed the appearance was caused by the combined light of countless tiny bodies that are too small to be seen individually—a theory that is still widely accepted. In other words, the zodiacal light is likely a collection of tiny planets, most of which are located inside Mercury's orbit.
The distances between the different members of our planetary system, vast as they may seem, sink into insignificance when compared with the intervals which separate us from the so-called fixed stars. Alpha Centauri, the nearest of those twinkling luminaries, is 7000 times more distant than Neptune from the sun. Even light itself, which moves 185,000 miles in a second, is more than three years in traversing the mighty interval.
The distances between the various members of our solar system, as huge as they may seem, become trivial when compared to the gaps that separate us from the so-called fixed stars. Alpha Centauri, the closest of those shining stars, is 7,000 times farther from the sun than Neptune. Even light, which travels at 185,000 miles per second, takes over three years to cover that enormous distance.
CHAPTER II.
COMETS.
The term comet—which signifies literally a hairy star—may be applied to all bodies that revolve about the sun in very eccentric orbits. The sudden appearance, vast dimensions, and extraordinary aspect of these celestial wanderers, together with their rapid and continually varying motions, have never failed to excite the attention and wonder of all observers. Nor is it surprising that in former times, when the nature of their orbits was wholly unknown, they should have been looked upon as omens of impending evil, or messengers of an angry Deity. Even now, although modern science has reduced their motions to the domain of law, determined approximately their orbits, and assigned in a number of instances their periods, the interest awakened by their appearance is in some respects still unabated.
The term comet—which literally means a hairy star—can apply to any celestial body that orbits the sun in very eccentric paths. The sudden appearance, massive size, and unusual look of these cosmic travelers, along with their fast and constantly changing movements, have always captured the attention and awe of observers. It's not surprising that in the past, when their orbits were completely unknown, people viewed them as signs of bad luck or messages from an angry God. Even today, although modern science has clarified their movements within the framework of laws, roughly determined their orbits, and identified their periods in many cases, the fascination they inspire with their appearances remains strong in some ways.
The special points of dissimilarity between planets and comets are the following:—The former are dense, and, so far as we know, solid bodies; the latter are many thousand times rarer than the earth's atmosphere. The planets all move from west to east; many comets revolve in the opposite direction. The planetary orbits are but slightly inclined to the plane of the ecliptic; those of comets may have any inclination whatever. The planets are observed in[Pg 14] all parts of their orbits; comets, only in those parts nearest the sun.
The key differences between planets and comets are as follows: The former are dense and, as far as we know, solid bodies; the latter are many thousands of times less dense than Earth's atmosphere. The planets all move from west to east, while many comets move in the opposite direction. The orbits of the planets are only slightly tilted relative to the plane of the ecliptic; comets can have orbits at any angle. Planets can be seen in[Pg 14] all parts of their orbits, whereas comets are only visible in the parts closest to the sun.
The larger comets are attended by a tail, or train of varying dimensions, extending generally in a direction opposite to that of the sun. The more condensed part, from which the tail proceeds, is called the nucleus; and the nebulous envelope immediately surrounding the nucleus is sometimes termed the coma. These different parts are seen in Fig. 2, which represents the great comet of 1811.
The larger comets have a tail, or train, of different sizes that usually extends in a direction opposite to the sun. The denser part that the tail comes from is called the nucleus; and the fuzzy outer layer surrounding the nucleus is sometimes called the coma. You can see these parts in Fig. 2, which shows the great comet of 1811.
Fig. 2.
Fig. 2.

Page 11.
Page 11.
Zeno, Democritus, and other Greek philosophers held that comets were produced by the collection of several stars into clusters. Aristotle taught that they were formed by exhalations, which, rising from the earth's surface, ignited in the upper regions of the atmosphere. This hypothesis, through the great influence of its author, was generally received for almost two thousand years. Juster views, however, were entertained by the celebrated Seneca, who maintained that comets ought to be ranked among the permanent works of nature, and that their disappearance was not an extinction, but simply a passing beyond the reach of our vision. The observations of Tycho Brahe first established the fact that comets move through the planetary spaces far beyond the limits of our atmosphere. The illustrious Dane, however, supposed them to move in circular orbits. Kepler, on the other hand, was no less in error in considering their paths to be rectilinear. James Bernoulli supposed comets to be the satellites of a very remote planet, invisible on account of its great distance,—such satellites being seen only in the parts of their orbits nearest the earth. Still [Pg 15] more extravagant was the hypothesis of Descartes, who held that they were originally fixed stars, which, having gradually lost their light, could no longer retain their positions, but were involved in the vortices of the neighboring stars, when such as were thus brought within the sphere of the sun's illuminating power again became visible.
Zeno, Democritus, and other Greek philosophers believed that comets were created by clusters of several stars coming together. Aristotle taught that they formed from vapors rising from the earth’s surface that ignited in the upper atmosphere. This theory, due to Aristotle's significant influence, was widely accepted for nearly two thousand years. However, more progressive views were put forward by the famous Seneca, who argued that comets should be considered permanent features of nature, and their disappearance was not an extinction but simply beyond our sight. The observations of Tycho Brahe were the first to establish that comets travel through planetary spaces well beyond our atmosphere's limits. The renowned Dane thought they moved in circular orbits. On the other hand, Kepler was equally mistaken in believing their paths were straight lines. James Bernoulli considered comets to be the moons of a far-off, unseen planet due to its distance, with these moons only visible when they were near the earth in their orbits. Even more outlandish was Descartes' hypothesis, which suggested they were once fixed stars that gradually lost their light and could no longer maintain their positions, getting caught in the streams of nearby stars, and those that came into the sun's light again became visible.
Comets visible in the daytime.
Daytime-visible comets.
Comets of extraordinary brilliancy have sometimes been seen during the daytime. At least thirteen authentic instances of this phenomenon have been recorded in history. The first was the comet which appeared about the year 43 B.C., just after the assassination of Julius Cæsar. The Romans called it the Julium Sidus, and regarded it as a celestial chariot sent to convey the soul of Cæsar to the skies. It was seen two or three hours before sunset, and continued visible for eight successive days. The great comet of 1106, described as an object of terrific splendor, was seen simultaneously with the sun, and in close proximity to it. Dr. Halley supposed this and the Julian comet to have been previous visits of the great comet of 1680. In the year 1402 two comets appeared,—one about the middle of February, the other in June,—both of which were visible while the sun was above the horizon. One was of such magnitude and brilliancy that the nucleus and even the tail could be seen at midday. The comet of 1472, one of the most splendid recorded in history, was visible in full daylight, when nearest the earth, on the 21st of January. This[Pg 16] comet, according to Laugier, moves very nearly in the plane of the ecliptic, its inclination being less than two degrees. Its least distance from our globe was only 3,300,000 miles. The comet of 1532, supposed by some to be identical with that of 1661, was also visible in full sunshine. The apparent magnitude of its nucleus was three times greater than that of Jupiter. The comet of 1577 was seen with the naked eye by Tycho Brahe before sunset. It was by observations on this body that Aristotle's doctrine in regard to the origin, nature, and distance of comets was proved to be erroneous. It was simultaneously observed by Tycho at Oranienberg, and Thaddeus Hagecius at Prague; the points of observation being more than 400 miles apart, and nearly on the same meridian. The comet was found to have no sensible diurnal parallax; in other words, its apparent place in the heavens was the same to each observer, which could not have been the case had the comet been less distant than the moon. The comet which passed its perihelion on the 8th of November, 1618, was distinctly seen by Marsilius when the sun was above the horizon. The great comet of 1744 was seen without the aid of a glass at one o'clock in the afternoon,—only five hours after its perihelion passage. The diameter of this body was nearly equal to that of Jupiter. It had six tails, the greatest length of which was about 30,000,000 miles, or nearly one-third of the distance of the earth from the sun. The spaces between the tails were as dark as the rest of the heavens, while the tails themselves were bordered with a luminous edging of great beauty.[Pg 17]
Comets with remarkable brightness have occasionally been spotted during the daytime. At least thirteen verified instances of this phenomenon have been documented in history. The first was the comet that appeared around the year 43 B.C., shortly after Julius Caesar's assassination. The Romans referred to it as the Julium Sidus and believed it to be a celestial chariot carrying Caesar's soul to the heavens. It was visible two or three hours before sunset and could be seen for eight consecutive days. The great comet of 1106, noted for its incredible splendor, was observed alongside the sun and very close to it. Dr. Halley theorized that both this and the Julian comet were earlier sightings of the great comet of 1680. In 1402, two comets appeared—one in mid-February and the other in June—both visible while the sun was above the horizon. One was so large and bright that its nucleus and even its tail could be seen at midday. The comet of 1472, considered one of the most magnificent ever recorded, was visible in broad daylight when it was closest to Earth on January 21st. This[Pg 16] comet, according to Laugier, moves almost in the plane of the ecliptic, with an inclination of less than two degrees. Its closest distance to our planet was just 3,300,000 miles. The comet of 1532, thought by some to be the same as that of 1661, was also visible in full sunlight. Its nucleus appeared three times larger than Jupiter. The comet of 1577 was seen with the naked eye by Tycho Brahe before sunset. Observations of this comet helped prove Aristotle's theories about the origin, nature, and distance of comets to be incorrect. Tycho observed it simultaneously at Oranienberg, while Thaddeus Hagecius observed it at Prague; the two points of observation were over 400 miles apart and nearly on the same meridian. It was determined that the comet had no noticeable daily parallax; in other words, its apparent position in the sky was the same for both observers, which wouldn't have been true if the comet were closer than the moon. The comet that reached its closest point to the sun on November 8, 1618, was clearly visible by Marsilius while the sun was still up. The great comet of 1744 was spotted without a telescope at one o'clock in the afternoon—just five hours after its closest approach. Its diameter was nearly equal to that of Jupiter. It had six tails, with the longest being about 30,000,000 miles, or nearly one-third of the distance from the Earth to the sun. The gaps between the tails were as dark as the rest of the sky, while the tails themselves were beautifully illuminated along their edges.[Pg 17]
The great comet of 1843 was distinctly visible to the naked eye, at noon, on the 28th of February. It appeared as a brilliant body, within less than two degrees from the sun. This comet passed its perihelion on the 27th of February, at which time its distance from the sun's surface was only about one-fourth of the moon's distance from the earth. This is the nearest approach to the sun ever made by any known comet. The velocity of the body in perihelion was about 1,280,000 miles an hour, or nearly nineteen times that of the earth in its orbit. The apparent length of its tail was sixty-five degrees, and its true length 150,000,000 miles. The first comet of 1847, discovered by Mr. Hind, was also seen near the sun on the day of its perihelion passage. That discovered by Klinkerfues on the 10th of June, 1853, and which passed its perihelion on the 1st of September, was seen at Olmutz in the daytime, August 31, when only twelve degrees from the sun. After passing its perihelion, it was again observed, at noon, on the 2d, 3d, and 4th of September. Finally, the great comet of 1861 was seen before sunset, on Monday evening, July 1, by Rev. Henry W. Ballantine, of Bloomington, Indiana. It was again detected on the following evening just as the sun was in the horizon.
The great comet of 1843 was clearly visible to the naked eye at noon on February 28. It looked like a bright object, less than two degrees from the sun. This comet reached its closest point to the sun on February 27, at which time it was about one-fourth the distance from the sun as the moon is from the earth. This is the closest any known comet has ever come to the sun. The speed of the comet at its closest point was around 1,280,000 miles per hour, which is almost nineteen times faster than the earth moves in its orbit. Its tail appeared to be sixty-five degrees long, with a true length of 150,000,000 miles. The first comet of 1847, discovered by Mr. Hind, was also spotted near the sun on the day it passed closest to the sun. The comet discovered by Klinkerfues on June 10, 1853, which reached its closest point on September 1, was seen in Olmutz during the day on August 31, when it was only twelve degrees from the sun. After passing its closest point, it was observed again at noon on September 2, 3, and 4. Finally, the great comet of 1861 was seen before sunset on the evening of July 1, by Rev. Henry W. Ballantine of Bloomington, Indiana. It was spotted again the next evening just as the sun was setting.
Besides the thirteen comets which we have enumerated, at least four others have been seen in the daytime; all, however, under peculiar circumstances. Seneca relates that during a great solar eclipse, 63 years before our era, a large comet was observed not far from the sun. "Philostorgius says that on the 19th of July, A.D. 418, when[Pg 18] the sun was eclipsed and stars were visible, a great comet, in the form of a cone, was discovered near that luminary, and was afterwards observed during the nights."[2] The comet which passed its perihelion on the 18th of November, 1826, was observed by both Gambart and Flaugergues to transit the solar disk,—the least distance of the nucleus from the sun's surface being about 2,000,000 miles. The second comet of 1819 and the comet of 1823 are both known in like manner to have passed between the sun and the earth. Unfortunately, however, the transits were not observed.
Besides the thirteen comets we've listed, at least four others have been spotted during the day, all under unusual circumstances. Seneca mentions that during a significant solar eclipse, 63 years before our era, a large comet was seen not far from the sun. "Philostorgius says that on July 19, A.D. 418, when the sun was eclipsed and stars were visible, a large comet in the shape of a cone was discovered near the sun and was later observed at night." The comet that passed its closest point to the sun on November 18, 1826, was seen by both Gambart and Flaugergues crossing the solar disk, with the closest distance of the nucleus from the sun's surface being about 2,000,000 miles. The second comet of 1819 and the comet of 1823 are also known to have passed between the sun and the earth. Unfortunately, though, the transits weren't observed.
A few cometary orbits are hyperbolas, more ellipses, and a still greater number parabolas. Comets moving in ellipses remain permanently within the limits of solar influence. Others, however, visit our system but once, and then pass off to wander indefinitely in the sidereal spaces.
A few comet orbits are hyperbolas, more are ellipses, and an even greater number are parabolas. Comets traveling in ellipses stay within the reach of the Sun's gravity. Others, however, come into our solar system just once and then drift off to wander endlessly in the vastness of space.
Comets of known periodicity.
Comets with known orbits.
I. Halley's Comet.
I. Halley's Comet.
As comets are subject to great changes of appearance, one can never be identified by any description of its magnitude, brilliancy, etc., at the time of a previous return. This can be done only by a comparison of orbits. If, for example, we find the elements of an orbit very nearly corresponding in every particular with those of a former comet, there is a degree of probability, amounting almost to cer[Pg 19]tainty, that the two are identical. Sir Isaac Newton, in his Principia, published shortly after the appearance of the comet of 1682, explained how the periods of those mysterious visitors might thus be ascertained, thus directing the attention of astronomers to the subject. Dr. Halley soon after undertook a thorough discussion of all the recorded cometary observations within his reach. In the course of his investigations he discovered that the path of the comet observed by Kepler in 1607 coincided almost exactly with that of the one which passed its perihelion in 1682. Hence he concluded that they were the same. He found also that the comet of 1531, whose course had been particularly observed by Apian, moved in the same path. The interval between the consecutive appearances being nearly 76 years, Halley announced this as the time of the comet's revolution, and boldly predicted its return in 1758 or 1759. The law of universal gravitation had at this time just been discovered and announced. But although its application to the determination of planetary and cometary perturbations had not been developed, Halley was well aware that the attractive influence of Jupiter and Saturn might accelerate or retard the motion of the comet, so as to produce a considerable variation in its period. During the interval from 1682 to 1759, the application of the higher mathematics to problems in physical astronomy had been studied with eminent success. The disturbing effect of the two large planets, Jupiter and Saturn, was computed with almost incredible labor by Clairaut, Lalande, and Madame Lepaute. The result as announced by Clairaut to[Pg 20] the Academy of Sciences in November, 1758, was that the period must be 618 days longer than that immediately preceding, and that the comet accordingly would pass its perihelion about the 13th of April, 1759. It was stated, however, that, being pressed for want of time, they had neglected certain quantities which might somewhat affect the result. The comet, in fact, passed its perihelion in March, within less than a month of the predicted time. When it is considered that the attraction of the earth was not taken into the account, and that Uranus, whose influence must have been sensible, had not then been discovered, this must certainly be regarded as a remarkable approximation.
As comets can change significantly in appearance, you can never identify one based on its size, brightness, etc., from a previous sighting. This can only be done by comparing their orbits. For instance, if we find the characteristics of one comet's orbit closely matching those of another comet, we can be almost certain they’re the same. Sir Isaac Newton, in his Principia, published shortly after the comet's appearance in 1682, explained how to determine the periods of these mysterious visitors, drawing astronomers' attention to the topic. Shortly after, Dr. Halley conducted a thorough examination of all recorded comet observations available to him. During his research, he discovered that the path of the comet seen by Kepler in 1607 closely matched the one that passed its closest point to the sun in 1682. This led him to conclude they were the same. He also found that the comet of 1531, which had been closely observed by Apian, followed the same path. With the time between appearances being nearly 76 years, Halley stated this was the comet's revolution period and confidently predicted its return in 1758 or 1759. At this time, the law of universal gravitation had just been established. Although its use for calculating planetary and cometary disturbances hadn't been fully developed, Halley understood that the gravitational pull of Jupiter and Saturn could speed up or slow down the comet's motion, resulting in a significant variation in its period. From 1682 to 1759, advanced mathematics had been successfully applied to physical astronomy problems. The gravitational effects of the large planets, Jupiter and Saturn, were calculated with remarkable effort by Clairaut, Lalande, and Madame Lepaute. Clairaut announced to the Academy of Sciences in November 1758 that the period would be 618 days longer than the previous one, meaning the comet would reach its closest point to the sun around April 13, 1759. It was noted, however, that due to time constraints, they had overlooked certain factors that might slightly influence the result. In fact, the comet passed its closest point in March, just under a month from the predicted date. Considering that Earth's gravity wasn't taken into account and that Uranus, which would have had a noticeable influence, had not yet been discovered, this is certainly a remarkable approximation.
But during the next interval of 76 years the theory of planetary perturbations had been more perfectly developed. The masses of Jupiter and Saturn had been determined with greater accuracy, and Uranus had been added to the known members of the planetary system. A nearer approximation to the exact time of the comet's perihelion passage in 1835 was therefore to be expected. Prizes were offered by two of the learned societies of Europe—the Academy of Sciences at Turin, and the French Institute—for the most perfect discussion of its motions. That of the former was awarded to Damoiseau,—that of the latter to Pontecoulant. The times assigned by these distinguished mathematicians for the comet's perihelion passage were very nearly the same, and differed but a few days from the true time. Had the present received mass of Jupiter been used in the calculations, Pontecoulant, it is believed, would not have been in error as much as 24 hours. It may be[Pg 21] proper to remark that, during the entire period from 1759 to 1835, the position of Neptune was such that it could produce no considerable effect on the motion of the comet.
But over the next 76 years, the theory of planetary disturbances was developed much more thoroughly. The masses of Jupiter and Saturn were measured with greater precision, and Uranus was added to the known planets in the solar system. So, a more accurate prediction of the comet's closest approach to the Sun in 1835 was expected. Two learned societies in Europe—the Academy of Sciences in Turin and the French Institute—offered prizes for the best analysis of its movements. The prize from the former went to Damoiseau, and the latter's went to Pontecoulant. The times proposed by these esteemed mathematicians for the comet's closest approach were almost identical, differing by only a few days from the actual date. It’s believed that if Pontecoulant had used the current mass of Jupiter in his calculations, he would have been off by no more than 24 hours. It’s worth noting that during the entire period from 1759 to 1835, the position of Neptune was such that it had no significant influence on the comet's motion.
This interesting object will again return about 1911.
This intriguing object will make a comeback around 1911.
The visit of 1531 was the earliest that Halley succeeded in determining with any degree of certainty. Peter Apian, by whom it was at that time observed, was the first European to ascertain the fact that, as a general thing, the tails of comets are turned from the sun.[3] To confirm this discovery, he carefully followed the body in its progress through the constellations. By means of his recorded observations Halley was enabled to identify this comet with that of 1607 and 1682. The great comet of 1456 he conjectured to be the same, from the date of its appearance. Pingré subsequently confirmed this suspicion by a careful examination of the few trustworthy records that could be collected from the writers of that period.
The visit in 1531 was the first time Halley was able to determine with any certainty. Peter Apian, who observed it at the time, was the first European to realize that, generally speaking, the tails of comets point away from the sun.[3] To support this finding, he meticulously tracked the comet's movement through the constellations. Because of his recorded observations, Halley was able to connect this comet to those of 1607 and 1682. He speculated that the great comet of 1456 was the same based on when it appeared. Later, Pingré confirmed this theory by carefully examining the few reliable records that could be gathered from writers of that time.
From the earlier descriptions of this comet we infer that its brilliancy is gradually diminishing. In 1456 its tail, which was slightly curved like a sword or sabre, extended two-thirds of the distance from the horizon to the zenith. The appearance of such an object, in a grossly superstitious age, excited throughout Europe the utmost consternation. The Moslems had just taken Constantinople, and were threatening [Pg 22]to advance westward into Europe. Pope Calixtus III., regarding the comet as confederate with the Turk, ordered prayers to be offered three times a day for deliverance from both. The alarm, however, was of short duration. Within ten days of its appearance the comet reached its perihelion. Receding from the sun, the sword-like form began to diminish in brilliancy and extent; and finally, to the great relief of Europe, it entirely disappeared.
From earlier descriptions of this comet, we can tell that its brightness is slowly fading. In 1456, its tail, which curved slightly like a sword or saber, stretched two-thirds of the way from the horizon to the zenith. The sight of such an object, in a highly superstitious time, caused widespread panic across Europe. The Muslims had just taken Constantinople and were threatening to move west into Europe. Pope Calixtus III, seeing the comet as an ally of the Turks, ordered prayers three times a day for salvation from both threats. However, the panic didn't last long. Within ten days of its appearance, the comet reached its closest point to the sun. As it moved away, its sword-like shape began to lose brightness and size; and finally, to everyone's great relief, it completely vanished.
The perihelion passage of 1456 was, until recently, the earliest known. It was shown by Laugier, however, in 1843, that among the notices of comets extracted by Edward Biot from the Chinese records, were observations of a body in 1378, which was undoubtedly the comet of Halley. Further researches among these annals enabled the same astronomer to recognize two ancient returns, one in 760, the other in 451. Still more recently the distinguished English astronomer, Mr. Hind, has traced back the returns to the year 11 B.C. He remarks, however, that previous to that epoch, "the Chinese descriptions of comets are too vague to aid us in tracing any more ancient appearances," and that "European writers of these remote times render us no assistance." Let us now inquire whether the comet had probably made any former approach to the sun in an orbit nearly identical with the present. It is well known that the modern period of this body is considerably less than the ancient. Thus, the mean period since A.D. 1456 has been 75.88 years; while from 11 B.C. to 1456 A.D. it was 77.27 years. In determining the approximate dates of former returns, the ancient period should evidently be employed.[Pg 23] Now, it is a remarkable fact that of more than 70 comets,[4] or objects supposed to be comets, whose appearance was recorded during the six centuries immediately preceding the year 11 B.C., but one—that of 166 B.C.—was observed at a date corresponding nearly to that of a former return of Halley's comet. Of this object it is merely recorded that "a torch was seen in the heavens." Whether this was a comet or some other phenomenon, it is impossible to determine. But as the comet of Halley was more brilliant in ancient than in modern times, it seems highly improbable that seven consecutive returns of so conspicuous an object should have been unrecorded, especially as twelve comets per century[5] were observed during the same period. It would appear, therefore, that the perihelion passage of 11 B.C. was in fact the first ever made by the comet, or at least the first in an orbit nearly the same as the present.
The perihelion passage of 1456 was, until recently, the earliest known. However, Laugier showed in 1843 that among the records of comets collected by Edward Biot from Chinese history, there were observations of a body in 1378, which was undoubtedly Halley’s comet. Further research into these records allowed the same astronomer to identify two earlier returns, one in 760 and the other in 451. More recently, the notable English astronomer Mr. Hind has traced the returns back to the year 11 B.C.. He does note, however, that prior to that time, "the Chinese descriptions of comets are too vague to aid us in tracing any more ancient appearances," and "European writers of these distant times offer no assistance." Let us now consider whether the comet likely made any earlier approaches to the sun in an orbit similar to the current one. It’s well known that the modern period of this comet is significantly shorter than in ancient times. Since A.D. 1456, the average period has been 75.88 years, while from 11 B.C. to 1456 A.D. it was 77.27 years. In determining the approximate dates of earlier returns, the ancient period should clearly be used.[Pg 23] Now, it’s a striking fact that among more than 70 comets,[4] or objects thought to be comets, recorded during the six centuries leading up to the year 11 B.C., only one—that of 166 B.C.—was observed at a time that nearly corresponds to a previous return of Halley’s comet. Of this object, it is simply noted that "a torch was seen in the heavens." Whether this was a comet or some other phenomenon cannot be determined. However, since Halley’s comet was more brilliant in ancient times than it is now, it seems highly unlikely that seven consecutive returns of such a prominent object would have gone unrecorded, especially given that twelve comets per century[5] were observed during the same timeframe. Therefore, it appears that the perihelion passage of 11 B.C. was in fact the first ever made by the comet, or at least the first in an orbit very similar to the one it follows now.
The motion of Halley's comet is retrograde. The point of its nearest approach to the sun is situated within the orbit of Venus. Its greatest distance from the centre of the system is nearly twice that of Uranus, or 36 times that of the earth. The comet is, consequently, subject to great changes of temperature. When nearest the sun its light and heat are almost four times greater than the earth's; when most remote, they are 1200 times less. In the former position, the sun would appear much larger than to us; in the latter, his apparent di[Pg 24]ameter would not greatly exceed that of Jupiter, as viewed from the earth. It would be difficult to conjecture what the consequences might be, were our planet transported to either of these extremes of the cometary path. In the perihelion, the waters of the ocean would undoubtedly be reduced to a state of vapor; in the aphelion, they would be solidified by congelation.
The motion of Halley's comet is backwards. Its closest approach to the sun is inside Venus's orbit. Its farthest distance from the center of the solar system is nearly double that of Uranus, or 36 times that of Earth. Because of this, the comet experiences huge temperature changes. When it's closest to the sun, its light and heat are almost four times greater than Earth's; when it's farthest away, they are 1200 times less. In the former position, the sun would look much larger than it does to us; in the latter, its apparent diameter wouldn't be much larger than Jupiter's as seen from Earth. It would be hard to guess what would happen if our planet was moved to either of these extreme points in the comet's path. At perihelion, the oceans would probably turn into vapor; at aphelion, they would freeze solid.
II. Encke's Comet.
II. Encke's Comet.
It was formerly supposed that all comets have their aphelia far beyond the limits of the planetary system. In 1818, however, a small comet was discovered by Pons, the orbit of which was subsequently found to be wholly interior to that of Jupiter. Its elements were presented by Bouvard, in 1819, to the Board of Longitude at Paris. The form and position of the orbit were immediately found to correspond with those of a comet observed by several astronomers in 1805. The different appearances were consequently regarded as returns of the same body. Its elliptic orbit was calculated by Encke, who found its period to be only about three years and four months. Its perihelion is within the orbit of Mercury; its aphelion, between the asteroids and the orbit of Jupiter.
It was once believed that all comets have their farthest points well beyond the boundaries of the solar system. However, in 1818, a small comet was discovered by Pons, whose orbit was later found to be entirely within Jupiter's orbit. Bouvard presented its elements to the Board of Longitude in Paris in 1819. The shape and position of the orbit were quickly found to match those of a comet seen by several astronomers in 1805. The different sightings were therefore considered to be returns of the same comet. Encke calculated its elliptical orbit and determined its period to be about three years and four months. Its closest approach to the Sun is within Mercury's orbit, and its farthest point is located between the asteroids and Jupiter's orbit.
Encke's comet is invisible to the naked eye, except in very favorable circumstances; it has no tail; its motion, like that of the planets, is from west to east; and its orbit is inclined about 13° to the ecliptic.
Encke's comet can't be seen without a telescope, unless conditions are really good; it doesn’t have a tail; it moves, like the planets, from west to east; and its orbit is tilted about 13° to the ecliptic.
A comparison of the successive periods of this[Pg 25] interesting object has led to the discovery that its time of revolution is gradually diminishing; a fact regarded by Encke and other astronomers as indicating the existence of an ethereal medium.
A comparison of the successive periods of this[Pg 25] interesting object has led to the discovery that its revolution time is slowly getting shorter; a fact considered by Encke and other astronomers as suggesting the presence of an ethereal medium.
III. Biela's Comet.
Biela's Comet.
The discovery of Encke's comet of short period was followed, in 1826, by that of another, whose revolution is completed in about six years and eight months. It was observed on the 27th of February, by M. Biela, an Austrian officer; accordingly it has since been known as Biela's comet. On computing its elements and comparing them with those of former comets, it was found to have been observed in 1772 and 1805. Damoiseau having calculated the dimensions of the comet's elliptic path and the time of its return, announced as the result of his computations the remarkable fact that the orbits of the earth and comet intersect each other, and that the comet would cross the earth's path on the 29th of October, 1832. This produced no little alarm among the uneducated, especially in France. Even some journalists are said to have predicted the destruction of our globe by a collision with the comet. When the latter, however, passed the point of intersection at the predicted time, the earth was at a distance of 50,000,000 miles.
The discovery of Encke's short-period comet was followed, in 1826, by the discovery of another comet, which completes its revolution in about six years and eight months. It was observed on February 27 by M. Biela, an Austrian officer, so it has since been called Biela's comet. When its elements were calculated and compared to those of earlier comets, it was found to have been observed in 1772 and 1805. Damoiseau calculated the dimensions of the comet's elliptical path and the time of its return, revealing the striking fact that the orbits of the earth and the comet intersect. He announced that the comet would cross the earth's path on October 29, 1832. This caused quite a bit of alarm among the less educated, especially in France. Some journalists even predicted that a collision with the comet would destroy our planet. However, when the comet passed the intersection point at the predicted time, the earth was 50,000,000 miles away.
At the return of 1845-6, Biela's comet exhibited a most remarkable appearance. Instead of a single comet, it appeared as two distinct bodies moving together side by side, at a distance from each other somewhat less than that of the moon from the earth.[Pg 26] Astronomers, anxious to determine whether the cometary fragments had continued separate during an entire revolution, awaited the next return with no ordinary interest. The two bodies appeared at the predicted time (September, 1852); their distance apart having increased to 1,250,000 miles. In 1859 the comet, on account of its proximity to the sun, entirely escaped detection. At the return in 1865-6 the position of the object was quite favorable for observation, yet the search of astronomers was again unsuccessful. In 1872 the body escaped detection both in Europe and America. One fragment was seen, however, at Madras, India, on the mornings of the 2d and 3d of December,—several weeks after its perihelion passage. The comet's non-appearance in 1866 and its greatly diminished magnitude in 1872 leave no room to doubt its progressive dissolution. This subject will again be referred to in discussing the phenomena of meteoric showers.
At the return in 1845-6, Biela's comet showed a really striking sight. Instead of just one comet, it looked like two separate bodies moving together side by side, at a distance from each other that was a bit less than the distance from the moon to the earth.[Pg 26] Astronomers, eager to find out if the comet fragments had stayed separate during an entire revolution, were extremely interested in the next return. The two bodies appeared at the predicted time (September, 1852), with their distance apart increasing to 1,250,000 miles. In 1859, the comet went completely undetected because it was too close to the sun. During the return in 1865-6, the position of the object was good for observation, but astronomers were unsuccessful in their search once again. In 1872, the body was also not seen in Europe or America. However, one fragment was spotted in Madras, India, on the mornings of December 2nd and 3rd, several weeks after it passed its closest point to the sun. The comet's absence in 1866 and its much smaller size in 1872 strongly suggest it was breaking apart. This topic will be revisited when discussing meteoric showers.
IV. Faye's Comet.
IV. Faye's Comet.
On the 22d of November, 1843, M. Faye, of the Paris Observatory, discovered a comet, which was shown by Dr. Goldschmidt to revolve in an elliptic orbit, the perihelion of which is exterior to the orbit of Mars, and the aphelion immediately beyond that of Jupiter. The eccentricity is, therefore, less than that of any other comet previously discovered. Its period is about 7 years and 5 months.
On November 22, 1843, M. Faye from the Paris Observatory discovered a comet. Dr. Goldschmidt demonstrated that it orbits in an ellipse, with its closest point to the Sun (perihelion) lying outside Mars' orbit, and its farthest point (aphelion) just beyond Jupiter's. Its eccentricity is less than that of any other comet found before. Its orbit takes about 7 years and 5 months.
It is possible that a comet moving in a parabola or hyperbola, with the sun in the focus, may be thrown into an elliptic orbit by the disturbing in[Pg 27]fluence of Jupiter or one of the other large planets. The celebrated Leverrier undertook to determine whether the comet of Faye had in this manner been recently fixed as a permanent member of the solar system. He found that it could not have been so introduced since 1747, and, consequently, that it must have completed at least thirteen revolutions before its discovery.
It’s possible for a comet that's moving in a parabola or hyperbola, with the sun at one focus, to be shifted into an elliptical orbit due to the gravitational influence of Jupiter or another large planet. The well-known Leverrier set out to find out if the comet of Faye had recently become a permanent member of the solar system in this way. He discovered that it couldn't have been introduced since 1747, meaning it must have completed at least thirteen orbits before it was discovered.
This comet has been observed at each return from 1843 to the present time.
This comet has been seen during every return from 1843 to now.
V. De Vico's Comet.
De Vico's Comet.
On the 22d of August, 1844, De Vico, of Rome, discovered a comet whose orbit is included between those of the earth and Jupiter. Its period is 1996 days, or about 5½ years. This body, from some cause,—perhaps a gradual dissolution,—has not been observed at any subsequent return.
On August 22, 1844, De Vico from Rome discovered a comet with an orbit that lies between those of Earth and Jupiter. Its orbital period is 1996 days, or around 5½ years. For some reason—possibly due to gradual disintegration—this comet has not been seen during any of its subsequent returns.
VI. Brorsen's Comet.
VI. Brorsen's Comet.
On the 26th of February, 1846, Mr. Brorsen, of Kiel, discovered a faint comet, the mean distance and period of which are almost identical with those of De Vico's. This comet was not observed during the perihelion passage of 1851, on account of its unfavorable position with respect to the sun. It has, however, been subsequently detected.
On February 26, 1846, Mr. Brorsen from Kiel found a faint comet whose average distance and period are very similar to De Vico's. This comet wasn't seen during its closest approach to the sun in 1851 due to its poor position relative to the sun. However, it has since been observed again.
VII. D'Arrest's Comet.
VII. D'Arrest's Comet.
Dr. D'Arrest discovered a comet on the 27th of June, 1851, which was soon found to move in an[Pg 28] elliptic orbit, with a period of about 6½ years. It entirely escaped observation, both in Europe and America, during its perihelion passage in 1857. It was observed, however, at the Cape of Good Hope. Its invisibility in 1864 was due to its unfavorable position. At its return in 1870, it was first seen on the 31st of August, by Dr. Winnecke, of Carlsruhe.
Dr. D'Arrest discovered a comet on June 27, 1851, which was soon found to move in an[Pg 28]elliptical orbit, with a period of about 6½ years. It completely went unnoticed, both in Europe and America, during its perihelion passage in 1857. However, it was observed at the Cape of Good Hope. Its invisibility in 1864 was due to its unfavorable position. When it returned in 1870, it was first seen on August 31 by Dr. Winnecke from Carlsruhe.
VIII. Tuttle's Comet.
Tuttle's Comet.
A faint telescopic comet was discovered at the Observatory of Harvard College, on the evening of January 4, 1858, by Mr. H. P. Tuttle. The same body was independently found one week later by Dr. Bruhns, of Berlin. From observations made at Cambridge, Massachusetts, and Ann Arbor, Michigan, its elements were soon computed by different astronomers; the result in each case coinciding so closely with the elements of the second comet of 1790, as to place its identity wholly beyond doubt. Its period is nearly 13 years and 8 months. It had returned, therefore, without detection, in the years 1803, 1817, 1831, and 1844. On its approach to perihelion in 1871, it was first detected by M. Borelly, of Marseilles.
A faint telescopic comet was discovered at the Harvard College Observatory on the evening of January 4, 1858, by Mr. H. P. Tuttle. The same comet was independently found a week later by Dr. Bruhns in Berlin. From observations made in Cambridge, Massachusetts, and Ann Arbor, Michigan, its elements were quickly calculated by different astronomers, with each result closely matching the elements of the second comet of 1790, confirming its identity without a doubt. Its period is nearly 13 years and 8 months. It had therefore returned without being noticed in the years 1803, 1817, 1831, and 1844. As it approached perihelion in 1871, it was first detected by M. Borelly in Marseilles.
IX. Winnecke's Comet.
IX. Winnecke's Comet.
The second comet of 1858 was discovered on the 8th of March, by Dr. Winnecke, of Bonn. This proved to be identical with the third comet of 1819, whose period was computed by Encke to be about 5½ years. It had therefore returned unperceived[Pg 29] no less than six times between 1819 and 1858. At its return in 1863 it again escaped detection. The perihelion passage of 1869 was made on the 30th of June. The comet was seen as early as April 13, and, after passing the sun, as late as October 11. "Schönfeld states that in part of April and May it appeared to have not one, but several, centres of condensation, and Vogel says that, in the beginning of June, it had a much greater resemblance to a star-cluster than to a nebula." This phenomenon, it may be remarked, bore a striking resemblance to the appearances observed in the comets of 389, 1618, and 1661.
The second comet of 1858 was discovered on March 8 by Dr. Winnecke from Bonn. It turned out to be the same as the third comet of 1819, which Encke calculated had a period of about 5½ years. So, it had returned unnoticed a total of six times between 1819 and 1858. When it returned in 1863, it again went undetected. The perihelion passage of 1869 occurred on June 30. The comet was first observed on April 13 and was still visible after passing the sun until October 11. "Schönfeld mentions that in part of April and May, it seemed to have not just one but several centers of condensation, and Vogel noted that in early June, it looked much more like a star cluster than a nebula." This phenomenon, it’s worth noting, closely resembled the appearances noted in the comets of 389, 1618, and 1661.
X. Tempel's Comet.
X. Tempel's Comet.
On the 19th of December, 1865, M. Tempel, of Marseilles, discovered a small comet, which continued visible four weeks, passing its perihelion January 11, 1866. Dr. Oppolzer, of Vienna, after a careful determination of its elements, announced the interesting fact that its orbit very nearly intersects those of the earth and Uranus; the perihelion being situated immediately within the former, and the aphelion a short distance exterior to the latter. The period, according to the same astronomer, is 33 years and 65 days. The identity of this comet with that of 1366 was suggested by Professor H. A. Newton soon after its appearance,—a suggestion which subsequent research has strongly corroborated. It is also highly probable that the comet observed in China, September 29, 1133, was a former return of the same body. In 1366 it was con[Pg 30]spicuous to the naked eye, while in 1866 it was wholly invisible without a telescope,—a fact indicative of its gradual dissolution. The connection of this comet with the meteors of November 14 will be elsewhere considered.
On December 19, 1865, M. Tempel from Marseilles discovered a small comet that remained visible for four weeks, passing its closest point to the sun on January 11, 1866. Dr. Oppolzer from Vienna carefully calculated its elements and announced the interesting fact that its orbit closely intersects those of Earth and Uranus; the closest point being just inside the former's orbit, and the farthest point located a short distance outside the latter's. According to the same astronomer, the period of this comet is 33 years and 65 days. Professor H. A. Newton suggested soon after its appearance that this comet is the same as the one from 1366—a suggestion that further research has strongly supported. It is also very likely that the comet observed in China on September 29, 1133, was an earlier return of this same body. In 1366, it was clearly visible to the naked eye, while in 1866, it was completely invisible without a telescope—this indicates its gradual disintegration. The link between this comet and the meteors of November 14 will be discussed elsewhere.
XI. The Second Comet of 1867.
XI. The Second Comet of 1867.
Another comet of short period was discovered by M. Tempel on the 3d of April, 1867. Its orbit is the least eccentric of all known comets: the perihelion being exterior to the orbit of Mars; the aphelion interior to that of Jupiter. Its motion is direct, and it completes a revolution in 5 years and 8 months.
Another short-period comet was discovered by M. Tempel on April 3, 1867. Its orbit is the least eccentric of all known comets: the closest point to the sun (perihelion) is outside Mars' orbit, while the furthest point (aphelion) is inside Jupiter's orbit. It moves in a direct path and completes a revolution in 5 years and 8 months.
CHAPTER III.
COMETS WHOSE ELEMENTS INDICATE PERIODICITY, BUT
WHOSE RETURNS HAVE NOT BEEN RECOGNISED.
I. The Group whose periods are nearly equal to that of Uranus.
I. The group whose periods are almost the same as that of Uranus.
Since the commencement of the present century five comets have been discovered, which form, with Halley's, an interesting and remarkable group. The first of these was detected by Pons, on the 20th of July, 1812; the second by Olbers, on the 6th of March, 1815; the third by De Vico, on the 28th of February, 1846; the fourth by Brorsen, on the 20th of July, 1847; and the last by Westphal, on the 27th of June, 1852. The periods of these bodies are all nearly equal, ranging from 68 to 76 years; their eccentricities are not greatly different; the motions of all, except that of Halley's, are direct; and the distances of their aphelia are somewhat greater than Neptune's distance from the sun. Of this group, the comets of 1812 and 1846 seem worthy of special notice. The former became visible to the naked eye shortly after its discovery, and each continued visible about ten weeks. Their elements are as follows:
Since the start of this century, five comets have been discovered, which, along with Halley's, make up an interesting and notable group. The first of these was found by Pons on July 20, 1812; the second by Olbers on March 6, 1815; the third by De Vico on February 28, 1846; the fourth by Brorsen on July 20, 1847; and the last by Westphal on June 27, 1852. The periods of these comets are all nearly the same, ranging from 68 to 76 years; their eccentricities are not very different either; and the orbits of all, except Halley's, are direct. The distances of their aphelia are somewhat greater than Neptune's distance from the sun. Of this group, the comets from 1812 and 1846 deserve special mention. The former was visible to the naked eye shortly after it was discovered, and each was visible for about ten weeks. Their elements are as follows:
Perihelion Passage. | Long. of Perih'n. | Long. of A. Node. | Incl. | Peri'n Dist. | Eccentricity. | Period. | Direction. | Computer. |
1812, Sept. 15d. 7h. | 92° 51´ | 253° 33´ | 73° 57´ | 0.7771 | 0.94454 | 70.68y | D | Encke. |
1846, Mar. 5d. 12h. | 90° 31´ | 77° 37´ | 85° 6´ | 0.6637 | 0.96224 | 73.715 | D | Peirce. |
The wonderful similarity of these elements, except in the longitude of the ascending node, is at once apparent. It will also be noticed that the longitude of the descending node of the latter is very nearly coincident with that of the ascending node of the former. These remarkable coincidences are presented to the eye in the following diagram, where the dotted ellipse represents the orbit of the comet of 1812, and the continuous curve that of the comet of 1846.
The amazing similarity of these elements, except for the longitude of the ascending node, is immediately clear. It’s also noticeable that the longitude of the descending node of the latter is almost the same as that of the ascending node of the former. These striking coincidences are shown in the following diagram, where the dotted ellipse represents the orbit of the comet of 1812, and the solid curve shows the orbit of the comet of 1846.
Fig. 3.
Fig. 3.

It is infinitely improbable that these coincidences should be accidental; they point undoubtedly to a common origin of the two bodies.
It seems highly unlikely that these coincidences are just random; they clearly indicate a shared origin for the two entities.
According to the theory now generally accepted, comets enter the solar system ab extra, move in parabolas or hyperbolas around the sun, and, if undisturbed by the planets, pass off beyond the limits of the sun's attraction, to be seen no more. If in their motion, however, they approach very near any of the larger planets, their direction is changed by planetary perturbation,—their orbits being sometimes transformed into ellipses. The new orbits of such bodies would pass very nearly through the points at which their greatest perturbation occurred; and accordingly we find that the aphelia of a large proportion of the periodic comets are near the orbits of the major planets. "I admit," says M. Hoek, "that the orbits of comets are by nature parabolas or hyperbolas, and that in the cases when elliptical orbits are met with, these are occasioned by planetary attractions, or derive their character from the uncertainty of our observations. To allow the contrary would be to admit some comets as permanent members of our planetary system, to which they ought to have belonged since its origin, and so to assert the simultaneous birth of that system and of these comets. As for me, I attribute to these a primitive wandering character. Traveling through space, they move from one star to another in order to leave it again, provided they do not meet any obstacle that may force them to remain in its vicinity. Such an obstacle was Jupiter, in the neighborhood of our sun, for the comets of Lexell[Pg 34] and Brorsen, and probably for the greater part of periodical comets; the other part of which may be indebted for their elliptical orbits to the attractions of Saturn and the remaining planets.
According to the theory that is now widely accepted, comets enter the solar system from outside, move in parabolas or hyperbolas around the sun, and if they're not disturbed by the planets, they travel beyond the sun's gravitational pull and are never seen again. However, if they get very close to any of the larger planets, their paths are altered by gravitational effects from those planets, sometimes turning their orbits into ellipses. The new orbits of these bodies tend to pass very close to the points where they experience the greatest gravitational pull, and that's why we see that the furthest points (aphelia) of many periodic comets are near the orbits of the major planets. "I acknowledge," says M. Hoek, "that the natural orbits of comets are parabolas or hyperbolas, and in instances where elliptical orbits are observed, they result from the gravitational influences of planets, or from uncertainties in our observations. To suggest otherwise would mean treating some comets as permanent members of our solar system, which they should have been since its formation, implying that the solar system and these comets were created at the same time. Personally, I consider these comets to have a primitive wandering nature. As they travel through space, they go from one star to another only to leave again, unless they encounter an obstacle that forces them to stay close. An example of such an obstacle was Jupiter, for the comets of Lexell and Brorsen, and likely for most periodic comets; the rest may owe their elliptical orbits to the gravitational attractions of Saturn and the other planets.
"Generally, then, comets come to us from some star or other. The attraction of our sun modifies their orbit, as had been done already by each star through whose sphere of attraction they had passed. We can put the question if they come as single bodies or united in systems."
"Basically, comets come to us from different stars. The pull of our sun changes their orbit, just as each star they’ve passed through has influenced them. We can ask whether they arrive as individual objects or as part of a system."
The conclusion of this astronomer's interesting discussion is that—
The conclusion of this astronomer's fascinating discussion is that—
"There are systems of comets in space that are broken up by the attraction of our sun, and whose members attain, as isolated bodies, the vicinity of the earth during a course of several years."[6]
"There are groups of comets in space that are pulled apart by the gravitational pull of our sun, and their individual members come close to earth over a span of several years."[6]
In the researches here referred to, it is shown by Professor Hoek that the comets of 1860 III., 1863 I., and 1863 IV. formed a group in space previous to their entrance into our system. The same fact has also been demonstrated in regard to other comets which need not here be specified. Now, the comets of 1812 and 1846 IV. have their aphelia near the orbit of Neptune, and hence the original parabolas in which they moved were probably transformed into ellipses by the perturbations of that planet. Before entering the solar domain, they were doubtless members of a cometary system. Passing Neptune near the same time, and at some distance from each other, their different relative positions with regard to the disturbing body may account[Pg 35] for the slight differences in the elements of their orbits.
In the studies mentioned here, Professor Hoek shows that the comets of 1860 III., 1863 I., and 1863 IV. formed a group in space before they entered our system. This same fact has also been demonstrated for other comets that don’t need to be specified here. Now, the comets of 1812 and 1846 IV. have their farthest points from the sun (aphelia) near Neptune's orbit, so the original paths they traveled were likely changed into ellipses due to Neptune's gravitational influence. Before entering the solar system, they were probably part of a comet group. As they passed by Neptune around the same time and at some distance from each other, their different positions relative to the disturbing planet might explain the slight differences in their orbital characteristics.
Comets of the Jovian Group.
Jovian Group Comets.
Besides the eight comets enumerated in Chapter II. whose aphelia are in the vicinity of Jupiter's orbit, five others have been observed which belong apparently to the same cluster. These are the comets of 1585, 1743 I., 1766 II., 1783, and 1819 IV. "The fact that these comets have not been re-observed on their successive returns through perihelion may be explained either by the difficulty of observing them, owing to their unfavorable positions, and to the circumstances of observers not expecting their reappearance, their periodic character not being then suspected, or because they may have been thrown by the disturbing action of the larger planets into orbits such as to keep them continually out of the range of view of terrestrial observers."[7]
Besides the eight comets listed in Chapter II, whose farthest points are near Jupiter's orbit, five more have been observed that seem to belong to the same group. These are the comets from 1585, 1743 I, 1766 II, 1783, and 1819 IV. "The fact that these comets haven't been spotted during their subsequent passes through perihelion could be due to the challenges in observing them because of their poor positions, and the fact that observers weren't expecting them to return, as their periodic nature wasn't recognized at the time, or it might be because they were pushed into orbits by the gravitational influence of the larger planets that keep them constantly out of view for Earth-based observers."[7]
Lexell's comet of 1770 is the most remarkable instance known of the change produced in the orbits of these bodies by planetary attraction. This comet passed so near Jupiter in 1779 that the attraction of the latter was 200 times greater than that of the sun. The consequence was that the comet, whose mean distance corresponded to a period of 5½ years, was thrown into an orbit so entirely different that it has never since been visible.
Lexell's comet of 1770 is the most notable example of how planetary attraction can change the orbits of these celestial bodies. This comet came so close to Jupiter in 1779 that Jupiter's pull was 200 times stronger than that of the sun. As a result, the comet, which had a mean distance that suggested it would orbit every 5½ years, was sent into an entirely new orbit and has not been seen since.
Peters' Comet.
Peters' Comet.
A telescopic comet was discovered by Dr. Peters on the 26th of June, 1846, which continued to be observed till the 21st of July. Its period, according to the discoverer, is about 13 years, and its aphelion, like that of Tuttle's comet, is in the vicinity of Saturn's orbit. It was expected to return in 1859, and again in 1872, but each time escaped detection, owing probably to the fact that its position was unfavorable for observation.
A telescopic comet was discovered by Dr. Peters on June 26, 1846, and it was observed until July 21. According to the discoverer, its period is about 13 years, and its farthest point from the sun, like Tuttle's comet, is near Saturn's orbit. It was expected to return in 1859 and again in 1872, but each time it was not seen, likely because its position wasn't good for observation.
Stephan's Comet (1867 I.).
Stephan's Comet (1867 I.).
In January, 1867, M. Stephan, of Marseilles, discovered a new comet, the elements of which, after two months' observations, were computed by Mr. G. M. Searle, of Cambridge, Massachusetts. The perihelion of this body is near the orbit of Mars; its aphelion near that of Uranus,—the least distance of the orbits being about 2,000,000 miles. The present form of the cometary path is doubtless due to the disturbing action of Uranus. The comet completes its revolution in 33.62 years; consequently (as has been pointed out by Mr. J. R. Hind) five of its periods are almost exactly equal to two periods of Uranus. The next approximate appulse of the two bodies will occur in 1985, when the form of the comet's orbit may be sensibly modified.
In January 1867, M. Stephan from Marseilles discovered a new comet. After two months of observations, Mr. G. M. Searle from Cambridge, Massachusetts calculated its elements. The perihelion of this comet is close to Mars's orbit, while its aphelion is near Uranus's orbit—the minimum distance between the two orbits is about 2,000,000 miles. The current shape of the comet's path is likely influenced by Uranus. The comet completes its orbit in 33.62 years; therefore, as noted by Mr. J. R. Hind, five of its cycles are almost exactly equal to two cycles of Uranus. The next close approach between the two bodies will happen in 1985, at which point the shape of the comet's orbit may change significantly.
Elliptic Comets whose Aphelia are at a much Greater Distance than Neptune's Orbit.
Elliptical comets that have their farthest point from the sun much further out than Neptune's orbit.
In October, 1097, a comet was seen both in Europe and China, which was noted for the fact of its[Pg 37] having two distinct tails, making with each other an angle of about 40°. From a discussion of the Chinese observations (which extended through a longer period than the European), Laugier concluded that this body is identical with the third comet of 1840, which was discovered by Galle on the 6th of March. If, therefore, it has made no intermediate return without being observed, it must have a period of about 743 years. It is also highly probable, from the similarity of elements, that the comet which passed its perihelion on the 5th of June, 1845, was a reappearance of the comet of 1596,—the period of revolution being 249 years. The elements of the great comet of 1843 are somewhat uncertain. There is a probability, however, of the identity of this body with the comet of 1668. This would make the period 175 years. The third comet of 1862 is especially interesting from its connection with the August meteors. Its period, according to Dr. Oppolzer, is 121½ years.
In October 1097, a comet was sighted in both Europe and China, notable for having two distinct tails that formed an angle of about 40° with each other. Based on discussions of the Chinese observations, which lasted longer than the European ones, Laugier concluded that this comet is the same as the third comet of 1840, discovered by Galle on March 6th. If it hasn't returned in between without anyone noticing, it likely has a cycle of around 743 years. Additionally, it's quite possible that the comet which reached its closest point to the sun on June 5th, 1845, was a reappearance of the comet from 1596, with a revolution period of 249 years. The specifics regarding the great comet of 1843 are a bit unclear, but there's a likelihood that it's the same as the comet from 1668, suggesting a period of 175 years. The third comet of 1862 is particularly interesting due to its connection with the August meteors, with a period of 121½ years according to Dr. Oppolzer.
The Great Comet of 1858
The Great Comet of 1858
was one of the most remarkable in the nineteenth century. It was discovered on the 2d of June, by Donati, of Florence, and first became visible to the naked eye about the last of August. The comet attained its greatest brilliancy about the 10th of October, when its distance from the earth was 50,000,000 miles. The length of its tail somewhat exceeded this distance. If, therefore, the comet had been at that time directly between the sun and the[Pg 38] earth, the latter must have been enveloped for a number of hours in the cometic matter.
was one of the most remarkable in the nineteenth century. It was discovered on June 2nd by Donati, from Florence, and first became visible to the naked eye around the end of August. The comet reached its brightest point around October 10th, when it was 50,000,000 miles away from the earth. The length of its tail was even longer than this distance. Therefore, if the comet had been directly between the sun and the [Pg 38] earth at that time, the earth would have been surrounded by its cometary material for several hours.
The observations of this comet during a period of five months enabled astronomers to determine the elements of its orbit within small limits of error. It completes a revolution, according to Newcomb, in 1854 years, in an orbit somewhat more eccentric than that of Halley's comet. It will not return before the 38th century, and will only reach its aphelion about the year 2800. Its motion per second when nearest the sun is 36 miles; when most remote, only 234 yards.
The observations of this comet over a span of five months allowed astronomers to calculate the details of its orbit with a small margin of error. According to Newcomb, it takes about 1854 years to complete one revolution and follows an orbit that is slightly more eccentric than that of Halley's comet. It won't return until the 38th century and will reach its furthest point from the sun around the year 2800. Its speed when it's closest to the sun is 36 miles per second, but when it's farthest away, it's only 234 yards per second.
CHAPTER IV.
OTHER REMARKABLE COMETS.
It remains to describe some of the most remarkable comets of which we have any record, but of which we have no means of determining with certainty whether they move in ellipses, parabolas, or hyperbolas.
It still needs to describe some of the most remarkable comets we've recorded, but we have no way of knowing for sure whether they travel in ellipses, parabolas, or hyperbolas.
In the year 466 B.C., a large comet appeared simultaneously with the famous fall of meteoric stones near Ægospotamos. The former was supposed by the ancients to have had some agency in producing the latter phenomenon. Another of extraordinary magnitude appeared in the year 373 B.C. This comet was so bright as to throw shadows, and its tail extended one-third of the distance from the horizon to the zenith. The years 156, 136, 130, and 48, before our era, were also signalized by the appearance of very large comets. The apparent magnitude of the first of these is said to have equaled that of the sun itself; while its light was sufficient to diminish sensibly the darkness of the night. The second is said to have filled a fourth part of the celestial hemisphere. The comet of 130 B.C., sometimes called the comet of Mithridates, because of its appearance about the time of his birth, is said to have rivaled the sun in splendor.
In 466 B.C., a large comet appeared alongside the well-known meteor shower near Ægospotamos. The ancients believed that the comet had some role in causing the meteor event. Another remarkable comet showed up in 373 B.C.. This comet was so bright that it cast shadows, and its tail stretched one-third of the way between the horizon and the zenith. The years 156, 136, 130, and 48, before our era, were also marked by the sighting of very large comets. The first of these was said to be as bright as the sun itself, significantly brightening the darkness of the night. The second was reported to fill a quarter of the celestial hemisphere. The comet of 130 B.C., sometimes referred to as the comet of Mithridates due to its appearance around the time of his birth, was said to rival the sun in brilliance.
In A.D. 178 a large comet was visible during a[Pg 40] period of nearly three months. Its nucleus had a remarkably red or fiery appearance, and the greatest length of its tail exceeded 60°. The most brilliant comets of the sixth century were probably those of 531 and 582. The train of the latter, as seen in the west soon after sunset, presented the appearance of a distant conflagration.
In A.D. 178, a large comet was visible for almost three months. Its core had a striking red or fiery look, and its tail extended over 60°. The most impressive comets of the sixth century were likely those of 531 and 582. The tail of the latter, seen in the west just after sunset, looked like a distant fire.
Great comets appeared in the years 975, 1264, and 1556. Of these, the comet of 1264 had the greatest apparent magnitude. It was first seen early in July, and attained its greatest brilliancy in the latter part of August, when its tail was 100° in length. It disappeared on the 3d of October, about the time of the death of Pope Urban IV., of which event the comet, in consequence of this coincidence, was considered the precursor. These comets, on account of the similarity of their elements, were believed by many astronomers to be the same, and to have a period of about 300 years. In the case of identity, however, another reappearance should have occurred soon after the middle of the nineteenth century. As no such return was observed, we may conclude that the comets were not the same, and that their periods are wholly unknown.
Great comets appeared in the years 975, 1264, and 1556. Among them, the comet of 1264 was the brightest. It was first spotted early in July and reached its peak brightness in late August, when its tail extended to 100°. It vanished on October 3, around the time of Pope Urban IV's death, leading many to see this comet as a sign related to the event. Due to the similarities in their characteristics, many astronomers believed these comets were the same and had an orbit of about 300 years. However, if they were indeed the same, another appearance should have happened shortly after the mid-19th century. Since no such return was seen, we can conclude that the comets were different, and their periods remain completely unknown.
The comet discovered on the 10th of November, 1618, was one of the largest in modern times; its tail having attained the extraordinary length of 104°. The comet of 1652, so carefully observed by Hevelius, almost equaled the moon in apparent magnitude. It shone, however, with a lurid, dismal light. The tail of the comet of 1680 was 90° in length. This body is also remarkable for its near approach to the sun; its least distance from the[Pg 41] solar surface having been only 147,000 miles. It will always be especially memorable, however, for having furnished Newton the data by means of which he first showed that comets in their orbital motions are governed by the same principle that regulates the planetary revolutions.
The comet discovered on November 10, 1618, was one of the largest in recent history, with a tail that reached an incredible length of 104°. The comet of 1652, which was meticulously observed by Hevelius, almost matched the moon in brightness. However, it glowed with a grim, eerie light. The tail of the comet from 1680 was 90° long. This comet is also notable for coming close to the sun, with its closest distance from the[Pg 41] solar surface being just 147,000 miles. It will always be particularly significant for providing Newton with the data that allowed him to demonstrate that comets in their orbits follow the same principles that govern planetary movements.
Of all the comets which appeared during the eighteenth century, that which passed its perihelion on the 7th of October, 1769, had the greatest apparent magnitude. It was discovered by Messier on the 8th of August, and continued to be observed till the 1st of December. On the 11th of September the length of its tail was 97°. The comet discovered on the 26th of March, 1811, is in some respects the most remarkable on record. It was observed during a period of 16 months and 22 days,—the longest period of visibility known. On account of its situation with respect to the earth, the apparent length of its tail was much less than that of some other comets; its true length, however, was at one time 120,000,000 miles; and Sir William Herschel found that on the 12th of October the greatest circular section of the tail was 15,000,000 miles in diameter. The same astronomer found the diameter of the head of the comet to be 127,000 miles, and that of the envelope at least 643,000. As a general thing, the length of a comet-train increases very rapidly as the body approaches the sun. But the perihelion distance of the comet of 1811 was considerably greater than the distance of the earth from the sun; while its nearest approach to the earth was 110,000,000 miles. Its true magnitude, therefore, has probably not been surpassed by any other ob[Pg 42]served; and had its perihelion been very near the sun, it must have exhibited an appearance of terrific grandeur. This comet has an elliptic orbit, and its period, according to Argelander, is 3065 years.
Of all the comets that showed up during the eighteenth century, the one that reached its closest point to the sun on October 7, 1769, was the brightest. It was discovered by Messier on August 8 and was observed until December 1. On September 11, its tail measured 97°. The comet spotted on March 26, 1811, is in some ways the most remarkable on record. It was visible for 16 months and 22 days— the longest visibility period known. Due to its position relative to Earth, its tail appeared shorter than some other comets; however, its actual length at one point was 120,000,000 miles. Sir William Herschel noted that on October 12, the largest part of the tail had a diameter of 15,000,000 miles. He also found that the diameter of the comet's head was 127,000 miles, and the envelope's diameter was at least 643,000 miles. Generally, the length of a comet's tail increases rapidly as it gets closer to the sun. But the perihelion distance of the 1811 comet was significantly greater than the distance from Earth to the sun, while its closest approach to Earth was 110,000,000 miles. Therefore, its true brightness has likely not been exceeded by any other observed comet; had its perihelion been much closer to the sun, it would have shown a stunning appearance. This comet has an elliptical orbit, and according to Argelander, its period is 3065 years.
The great comet of 1861 was discovered on the 13th of May, by Mr. John Tebbut, Jr., of New South Wales. In this country, as well as in Europe, it was first generally observed on the evening of June 30,—19 days after its perihelion passage. Sir John Herschel, who observed it in Kent, England, remarks that it far exceeded in brilliancy any comets he had ever seen, not excepting those of 1811 and 1858. According to Father Secchi, of the Collegio Romano, the length of its tail was 118°. This, with a single exception,[8] is the greatest on record. The computed orbit is elliptical; the period, 419 years.
The great comet of 1861 was discovered on May 13 by Mr. John Tebbut, Jr., from New South Wales. It was first widely seen in this country and Europe on the evening of June 30, 19 days after it passed closest to the sun. Sir John Herschel, who observed it in Kent, England, noted that it was far brighter than any comets he had ever seen, including those from 1811 and 1858. According to Father Secchi from the Collegio Romano, its tail measured 118°, which is the longest on record, except for one other. The calculated orbit is elliptical, with a period of 419 years.
CHAPTER V.
THE POSITION AND ARRANGEMENT OF COMETARY ORBITS.
The cosmical masses from which comets are derived seem to traverse in great numbers the interstellar spaces. In consequence of the sun's progressive motion, these nebulous bodies are sometimes drawn toward the centre of our system. If, in this approach, they are not disturbed by any of the large planets, they again recede in parabolas or hyperbolas. When, however, as must sometimes be the case, they pass near Jupiter, Saturn, Uranus, or Neptune, their orbits may be transformed into elongated ellipses. The periodicity of many comets may thus be accounted for.
The cosmic bodies that become comets seem to travel in large numbers through the space between stars. Because of the sun's movement, these cloud-like objects are occasionally pulled toward the center of our solar system. If, during this approach, they aren’t disturbed by any of the large planets, they move away again in parabolic or hyperbolic paths. However, when they pass close to Jupiter, Saturn, Uranus, or Neptune, their paths can be changed into elongated ellipses. This explains the regular timing of many comets.
In the present chapter it is proposed to consider the probable consequences of the sun's motion through regions of space in which cometary matter is widely diffused; to compare our theoretical deductions with observed phenomena; and thus refer to their physical cause a variety of facts which have hitherto received no satisfactory explanation.[9]
In this chapter, we will look at the likely effects of the sun moving through areas of space where comet dust is spread out. We'll compare our theoretical conclusions with what we actually observe and offer a physical explanation for various facts that haven't been satisfactorily explained until now.[9]
1. As comets, at least in many instances, owe their periodicity to the disturbing action of the major planets, and as this planetary influence is[Pg 44] sometimes sufficient, especially in the case of Jupiter and Saturn, to change the direction of cometary motion, the great majority of periodic comets should move in the same direction with the planets. Now, of the comets known to be elliptical, 70 per cent. have direct motion. In this respect, therefore, theory and observation are in striking harmony.
1. Comets, in many cases, get their regular orbits from the gravitational pull of the major planets, and this influence from the planets is[Pg 44]sometimes strong enough, especially for Jupiter and Saturn, to alter the direction of a comet's path. This means that most periodic comets should travel in the same direction as the planets. Among the comets that are known to have elliptical orbits, 70 percent have direct motion. In this regard, theory and observation align closely.
2. When the relative positions of a comet and the disturbing planet are such as to give the transformed orbit of the former a small perihelion distance, the comet must return to the point at which it received its greatest perturbation; in other words, to the orbit of the planet. The aphelia of the comets of short period ought therefore to be found, for the most part, in the vicinity of the orbits of the major planets. This, as already shown in Chapters II. and III., is strikingly the case. The actual distances of these aphelia, however, as compared with the respective distances of Jupiter, Saturn, Uranus and Neptune, are presented at one view in the following tables:
2. When a comet's position relative to a disturbing planet leads to a transformed orbit with a small perihelion distance, the comet will return to the point where it experienced the greatest disruption; basically, to the planet's orbit. So, the aphelia of short-period comets should mostly be found near the orbits of the major planets. As previously discussed in Chapters II. and III., this is clearly the case. The actual distances of these aphelia, however, compared to the distances of Jupiter, Saturn, Uranus, and Neptune, are laid out in the following tables:
I. Comets whose Aphelion Distances are nearly Equal to 5.20,
the Radius of Jupiter's Orbit.
I. Comets with aphelion distances close to 5.20, the distance from the Sun to Jupiter.
Comets. | Aph. Dist. |
1. Encke's | 4.09 |
2. 1819 IV | 4.81 |
3. De Vico's | 5.02 |
4. Pigott's (1783) | 5.28 |
5. 1867 II | 5.29 |
6. 1743 I | 5.32 |
7. 1766 II | 5.47 |
8. 1819 III | 5.55 |
9. Brorsen's | 5.64 |
10. D'Arrest's | 5.75 |
11. Faye's | 5.93 |
12. Bicla's | 6.19 |
II. Comets whose Aphelion Distances are nearly Equal to 9.54,
the Radius of Saturn's Orbit.
II. Comets with aphelion distances that are nearly equal to 9.54,
the radius of Saturn's orbit.
Comets. | Aph. Dist. |
1. Peters' (1846 VI.) | 9.45 |
2. Tuttle's (1858 I.) | 10.42 |
III. Comets whose Aphelion Distances are nearly Equal to 19.18,
the Radius of Uranus's Orbit.
III. Comets with aphelion distances close to 19.18,
the radius of Uranus's orbit.
Comets. | Aph. Dist. |
1. 1867 I | 19.28 |
2. November meteors | 19.65 |
3. 1866 I | 19.92 |
IV. Comets whose Aphelion Distances are nearly Equal to 30.04,
the Radius of Neptune's Orbit.
IV. Comets with aphelion distances near 30.04,
the radius of Neptune's orbit.
Comets. | Aph. Dist. |
1. Westphal's (1852 IV.) | 31.97 |
2. Pons' (1812) | 33.41 |
3. Olbers' (1815) | 34.05 |
4. De Vico's (1846 IV.) | 34.35 |
5. Brorsen's (1847 V.) | 35.07 |
6. Halley's[10] | 35.37 |
The coincidences here pointed out (some of which have been noticed by others) appear, then, to be necessary consequences of the motion of the solar system through spaces occupied by meteoric nebulæ. Hence the observed facts receive an obvious explanation.
The coincidences mentioned here (some of which others have noticed) seem to be necessary results of the solar system's movement through areas filled with meteor clouds. Therefore, the observed facts have a clear explanation.
In regard to comets of long period we have only to remark that, for anything we know to the contrary, there may be causes of perturbation far exterior to the orbit of Neptune.
In relation to long-period comets, we just need to note that, as far as we know, there could be disturbances caused by factors far beyond Neptune's orbit.
3. From what we observe in regard to the larger bodies of the universe—a clustering tendency being[Pg 46] everywhere apparent,—it seems highly improbable that cometic matter should be uniformly distributed in the sidereal spaces. We would expect, on the contrary, to find it collected in groups or clusters. This view is also in remarkable harmony with the facts of observation. In 150 years, from 1600 to 1750, 16 comets were visible to the naked eye; of which 8 appeared in the 25 years from 1664 to 1689. Again, during 60 years, from 1750 to 1810, only 5 comets were visible to the naked eye, while in the next 50 years there were double that number. The probable cause of such variations is sufficiently obvious. As the sun in its progressive motion approaches a cometary group, the latter is drawn toward the centre of our system; the nearer members with greater velocity than the more remote. Those of the same cluster would enter the solar domain at periods not very distant from each other; the forms of their orbits depending upon their original relative positions with reference to the sun's course, and also on planetary perturbations. It is evident also that the passage of the solar system through a region of space comparatively destitute of cometic clusters would be indicated by a corresponding paucity of comets.
3. Based on what we see regarding the larger bodies of the universe—a tendency to cluster is[Pg 46] evident everywhere—it seems highly unlikely that cometary matter would be evenly spread out in space. Instead, we would expect it to be gathered in groups or clusters. This perspective also aligns well with observational facts. In 150 years, from 1600 to 1750, 16 comets were visible to the naked eye, with 8 of them appearing in the 25 years between 1664 and 1689. Then, during a 60-year period from 1750 to 1810, only 5 comets were visible to the naked eye, while in the following 50 years, the number doubled. The likely reason for these variations is quite clear. As the sun moves forward and gets closer to a comet group, those comets are pulled toward the center of our solar system; the closer ones move faster than the farther ones. Comets within the same cluster would enter the solar system at similar times; their orbits depend on their initial positions relative to the sun’s path and also on the effects of other planets. It is also clear that when the solar system travels through an area of space that lacks comet clusters, we would see a corresponding drop in the number of comets.
4. The line of apsides of a large proportion of comets will be approximately coincident with the solar orbit. The point towards which the sun is moving is in longitude about 260°. The quadrants bisected by this point and that directly opposite extend from 215° to 305°, and from 35° to 125°. The number of cometary perihelia found in these quadrants up to July, 1868 (periodic comets being[Pg 47] counted but once) was 159, or 62 per cent.; in the other two quadrants, 98, or 38 per cent.
4. The line of apsides for many comets aligns roughly with the solar orbit. The direction the sun is moving towards is around 260° in longitude. The quadrants divided by this point and the one directly opposite range from 215° to 305°, and from 35° to 125°. Up until July 1868, the number of cometary perihelia found in these quadrants (counting periodic comets only once) was 159, which is 62 percent; in the other two quadrants, there were 98, or 38 percent.
This tendency of the perihelia to crowd together in two opposite regions has been noticed by different writers.
This tendency for the perihelia to cluster in two opposite areas has been observed by various authors.
5. Comets whose positions before entering our system were very remote from the solar orbit must have overtaken the sun in its progressive motion; hence their perihelia must fall, for the most part, in the vicinity of the point towards which the sun is moving; and they must in general have very small perihelion distances. Now, what are the observed facts in regard to the longitudes of the perihelia of the comets which have approached within the least distance of the sun's surface? But three have had a perihelion distance less than 0.01. All these, it will be seen by the following table, have their perihelia in close proximity to the point referred to:
5. Comets that were far away from the solar orbit before entering our system must have caught up with the sun in its forward motion; therefore, their perihelia should generally be located near the direction the sun is moving. Additionally, they typically have very small perihelion distances. So, what do we observe about the longitudes of the perihelia of the comets that have come closest to the sun's surface? Only three have had a perihelion distance less than 0.01. All of these, as shown in the following table, have their perihelia very close to the mentioned point:
I. Comets whose Perihelion Distances are Less than 0.01.
I. Comets with perihelion distances under 0.01.
Perihelion Passage. | Per. Dist. | Long. of Per. | |||
1. 1668, Feb. | 28d. | 13h. | 0.0047 | 277° | 2´ |
2. 1680, Dec. | 17 | 23 | 0.0062 | 262 | 49 |
3. 1843, Feb. | 27 | 9 | 0.0055 | 278 | 39 |
In Table II. all but the last have their perihelia in the same quadrant.
In Table II, all except for the last one have their perihelia in the same quadrant.
II. Comets whose Perihelion Distances are Greater than 0.01 and Less than 0.05.
II. Comets with perihelion distances greater than 0.01 and less than 0.05.
Perihelion Passage. | Per. Dist. | Long. of Per. | |||
1. 1689, Nov | 29d. | 4h. | 0.0189 | 269° | 41´ |
2. 1816, March | 1 | 8 | 0.0485 | 267 | 35 |
3. 1826, Nov | 18 | 9 | 0.0268 | 315 | 31 |
4. 1847, March | 30 | 6 | 0.0425 | 276 | 2 |
5. 1865, Jan | 14 | 7 | 0.0260 | 141 | 15 |
The perihelion of the first comet in Table III. is[Pg 48] remote from the direction of the sun's motion; that of the second is distant but 14°, and of the third 21°.
The perihelion of the first comet in Table III. is[Pg 48] away from the direction of the sun's movement; the second is 14° away, and the third is 21°.
III. Comets whose Perihelion Distances are Greater than 0.05 and Less than 0.1.
III. Comets with perihelion distances greater than 0.05 and less than 0.1.
Perihelion Passage. | Per. Dist. | Long. of Per. | |||
1. 1593, July | 18d. | 13h. | 0.0891 | 176° | 19´ |
2. 1780, Sept. | 30 | 22 | 0.0963 | 246 | 35 |
3. 1821, March | 21 | 12 | 0.0918 | 239 | 29 |
With greater perihelion distances the tendency of the perihelia to crowd together round the point indicated is less distinctly marked.
With greater distances from the sun, the tendency for the closest points to cluster around the indicated point is less obvious.
6. Few comets of small perihelion distance should have their perihelia in the vicinity of longitude 80°, the point opposite that towards which the sun is moving. Accordingly we find, by examining a table of cometary elements, that with a perihelion distance less than 0.1 there is not a single perihelion between 35° and 125°; between 0.1 and 0.2 but 3; and between 0.2 and 0.3 only 1.
6. There shouldn’t be many comets with a small perihelion distance that have their perihelia around longitude 80°, which is the point opposite where the sun is heading. So, when we look at a table of cometary elements, we see that with a perihelion distance of less than 0.1, there isn’t a single perihelion between 35° and 125°; between 0.1 and 0.2, there are only 3; and between 0.2 and 0.3, there’s only 1.
CHAPTER VI.
THE DISINTEGRATION OF COMETS.
The fact that in several instances meteoric streams move in orbits identical with those of certain comets was first established by the researches of Signor Schiaparelli. The theory, however, of an intimate relationship between comets and meteors was advocated by the writer as long since as 1861,[11]—several years previous to the publication of Schiaparelli's memoirs. In the essay here referred to it was maintained—
The fact that in several cases, meteor showers move in orbits similar to certain comets was first established through the work of Signor Schiaparelli. The theory, though, that there is a close connection between comets and meteors was proposed by the writer as far back as 1861,[11]—several years before Schiaparelli's publications. In the essay mentioned, it was argued—
1. That meteors and meteoric rings "are the débris of ancient but now disintegrated comets whose matter has become distributed around their orbits."
1. That meteors and meteor rings "are the debris of ancient but now broken apart comets whose material has spread around their orbits."
2. That the separation of Biela's comet as it approached the sun in December, 1845, was but one in a series of similar processes which would probably continue until the individual fragments would become invisible.
2. The breakup of Biela's comet as it got closer to the sun in December 1845 was just one event in a series of similar occurrences that would likely keep happening until the individual pieces became invisible.
3. That certain luminous meteors have entered the solar system from the interstellar spaces.[12]
3. Some bright meteors have come into the solar system from the vast empty space between stars.[12]
4. That the orbits of some meteors and periodic comets have been transformed into ellipses by planetary perturbation; and[Pg 50]
4. That the paths of some meteors and periodic comets have changed into ellipses due to the gravitational influence of planets; and[Pg 50]
5. That numerous facts—some observed in ancient and some in modern times—have been decidedly indicative of cometary disintegration.
5. Many facts—some seen in ancient times and some in modern times—have clearly shown that comets break apart.
What was thus proposed as theory has been since confirmed as undoubted facts. When the hypothesis was originally advanced, the data required for its mathematical demonstration were entirely wanting. The evidence, however, by which it was sustained was sufficient to give it a high degree of probability.
What was proposed as a theory has now been confirmed as undeniable facts. When the hypothesis was first introduced, the data necessary for its mathematical proof was completely missing. However, the evidence supporting it was enough to give it a strong level of probability.
The existence of a divellent force by which comets near their perihelia have been separated into parts is clearly shown by the following facts. Whether this force, as suggested by Schiaparelli, is simply the unequal attraction of the sun on different parts of the nebulous mass, or whether, in accordance with the views of other astronomers, it is to be regarded as a cosmical force of repulsion, is a question left for future discussion.
The presence of a separating force that causes comets to break apart near their closest approach to the sun is clearly demonstrated by the following facts. Whether this force, as Schiaparelli proposed, is just the uneven gravitational pull of the sun on different parts of the comet's mass, or if it should be seen, as some other astronomers suggest, as a cosmic repulsion force, is a question for future discussion.
Historical Facts.
History Facts.
1. Seneca informs us that Ephoras, a Greek writer of the fourth century before Christ had recorded the singular fact of a comet's separation into two distinct parts.[13] This statement was deemed incredible by the Roman philosopher, inasmuch as the occurrence was then without a parallel. More recent observations of similar phenomena leave no room to question the historian's veracity.
1. Seneca tells us that Ephoras, a Greek writer from the fourth century BC, noted the unusual event of a comet splitting into two separate parts.[13] The Roman philosopher found this claim unbelievable at the time, as there were no similar events to compare it to. However, recent observations of similar phenomena leave no doubt about the historian's accuracy.
2. The head of the great comet of A.D. 389, ac[Pg 51]cording to the writers of that period, was "composed of several small stars." (Hind's "Comets," p. 103.)
2. The head of the great comet of A.D. 389, ac[Pg 51]cording to the writers of that time, was "made up of several small stars." (Hind's "Comets," p. 103.)
3. On June 27, A.D. 416, two comets appeared in the constellation Hercules, and pursued nearly the same apparent path. Probably at a former epoch the pair had constituted a single comet.[14]
3. On June 27, A.D. 416, two comets showed up in the constellation Hercules and followed almost the same visible path. They likely used to be a single comet in the past.[14]
4. On August 4, 813, "a comet was seen which resembled two moons joined together." They subsequently separated, the fragments assuming different forms.[15]
4. On August 4, 813, "a comet was spotted that looked like two moons joined together." They later split apart, with the pieces taking on different shapes.[15]
5. The Chinese annals record the appearance of three comets—one large and two smaller ones—at the same time, in the year 896 of our era. "They traveled together for three days. The little ones disappeared first, and then the large one."[16] The bodies were probably fragments of a large comet which, on approaching the sun, had been separated into parts a short time previous to the date of their discovery.
5. The Chinese records note the sighting of three comets—one big and two smaller ones—at the same time in the year 896 AD. "They traveled together for three days. The smaller ones disappeared first, followed by the larger one."[16] These bodies were likely pieces of a large comet that, as it got closer to the sun, had broken apart shortly before they were observed.
6. The third comet of 1618.—The great comet of 1618 exhibited decided symptoms of disintegration. When first observed (on November 30), its appearance was that of a lucid and nearly spherical mass. On the eighth day the process of division was distinctly noticed, and on the 20th of December it resembled a cluster of small stars.[17]
6. The third comet of 1618.—The great comet of 1618 showed clear signs of breaking apart. When it was first seen (on November 30), it looked like a bright and almost round ball. By the eighth day, the division process was clearly noticeable, and by December 20, it resembled a group of small stars.[17]
7. The comet of 1661.—The elements of the comets of 1532 and 1661 have a remarkable resemblance,[Pg 52] and previous to the year 1790 astronomers regarded the bodies as identical. The similarity of the elements is seen at a glance in the following table:
7. The comet of 1661.—The characteristics of the comets from 1532 and 1661 are strikingly similar,[Pg 52] and before 1790, astronomers believed these bodies were the same. The resemblance in their characteristics is evident in the following table:
Comet of 1532. | Comet of 1661. | |||
Longitude of perihelion | 111° | 48´ | 115° | 16´ |
Longitude of ascending node | 87 | 23 | 81 | 54 |
Inclination | 32 | 36 | 33 | 1 |
Perihelion distance | 0.5192 | 0.4427 | ||
Motion | Direct. | Direct. |
The elements of the former are by Olbers; those of the latter by Mechain. The return of the comet about 1790, though generally expected, was looked for in vain. As a possible explanation of this fact, it is interesting to recur to an almost forgotten statement of Hevelius. This astronomer observed in the comet of 1661 an apparent breaking up of the body into separate fragments.[18] The case may be analogous to that of Biela's comet.
The elements of the first one are by Olbers; those of the second are by Mechain. The return of the comet around 1790, although anticipated, was hoped for in vain. To explain this situation, it's interesting to refer back to a nearly forgotten observation by Hevelius. This astronomer noticed in the comet of 1661 that it seemed to break apart into separate fragments.[18] This might be similar to what happened with Biela's comet.
8. The identity of the comets of 1866 and 1366, first suggested by Professor H. A. Newton, is now unquestioned. The existence then of a meteoric swarm, moving in the same track, is not the only evidence of the original comet's partial dissolution. The comet of 1866 was invisible to the naked eye; that of 1366, seen under nearly similar circumstances, was a conspicuous object. The statement of the Chinese historian that "it appeared nearly as large as a tow measure,"[19] though somewhat indefinite, certainly justifies the conclusion that its magnitude has greatly diminished during the last 500 years. The meteors moving in the same orbit are doubtless the products of this gradual separation.[Pg 53]
8. The identity of the comets from 1866 and 1366, first proposed by Professor H. A. Newton, is now accepted without question. The presence of a meteoric swarm traveling along the same path is not the only evidence of the original comet's partial breakup. The comet of 1866 was not visible to the naked eye; however, the one from 1366, observed under nearly similar conditions, was quite prominent. The assertion by the Chinese historian that "it appeared nearly as large as a tow measure,"[19] while somewhat vague, definitely supports the idea that its size has significantly reduced over the past 500 years. The meteors that share the same orbit are likely the results of this gradual separation.[Pg 53]
9. The repartition of Biela's comet in 1845, as well as the non-appearance of the two fragments in 1865 and 1872,[20] were referred to in a previous chapter.
9. The break-up of Biela's comet in 1845, along with the absence of the two fragments in 1865 and 1872,[20] was mentioned in a previous chapter.
The comet of Halley, if we may credit the descriptions given by ancient writers, has been decreasing in brilliancy from age to age. The same is true in regard to several others believed to be periodic. The comet of A.D. 1097 had a tail 50° long. At its return, in March, 1840, the length of its tail was only 5°. The third comet of 1790 and the first of 1825 are supposed, from the similarity of their elements, to be identical. Each perihelion passage occurred in May, yet the tail at the former appearance was 4° in length, at the latter but 2½°. Other instances might be specified of this apparent gradual dissolution. It would seem, indeed, extremely improbable that the particles driven off from comets in their approach to the sun, forming tails extending millions of miles from the principal mass, should again be collected around the same nuclei.
Halley's comet, if we trust the accounts from ancient writers, has been getting less bright over time. The same applies to several other comets thought to be periodic. The comet from A.D. 1097 had a tail that was 50° long. However, when it returned in March 1840, its tail was only 5° long. The third comet of 1790 and the first of 1825 are believed to be the same, based on the similarity of their characteristics. Both passed closest to the sun in May, but the tail was 4° long during the first appearance and only 2½° during the second. There are other examples of this apparent gradual fading. It seems highly unlikely that the particles expelled from comets as they approach the sun, forming tails that stretch millions of miles from the main body, would somehow gather back around the same nucleus.
The fact, then, that meteors move in the same orbits with comets is but a consequence of that disruptive process so clearly indicated by the phenomena described. In this view of the subject, comets—even such as move in elliptic orbits—are not to be regarded as permanent members of the solar system. Their débris becomes gradually scattered around the orbit. Some parts of the nebulous ring will be more disturbed than others by planet[Pg 54]ary perturbation. Portions of such streams as nearly intersect the earth's path sometimes penetrate the atmosphere. Their rapid motion renders them luminous. If very minute, they are burnt up or dissipated without leaving any solid deposit; we then have the phenomena of shooting-stars. When, however, as is sometimes the case, they contain a considerable quantity of solid matter, they reach the earth's surface as meteoric stones.
The fact that meteors travel in the same orbits as comets is simply a result of that disruptive process highlighted by the described phenomena. In this perspective, comets—even those that follow elliptical orbits—should not be seen as permanent members of the solar system. Their debris gradually spreads around the orbit. Some parts of the nebulous ring will be disturbed more than others by planetary disturbances. Parts of these streams that nearly cross the earth's path sometimes make it into the atmosphere. Their quick movement makes them glow. If they are very small, they burn up or dissolve without leaving any solid remnants; this is what we see as shooting stars. However, when they contain a significant amount of solid material, they reach the earth's surface as meteoric stones.
II.
Meteors.
CHAPTER VII.
METEORIC STONES.
Although numerous instances of the fall of aerolites had been recorded, some of them apparently well authenticated, the occurrence long appeared too marvelous and improbable to gain credence with scientific men. Such a shower of rocky fragments occurred, however, on the 26th of April, 1803, at L'Aigle, in France, as forever to dissipate all doubt on the subject. Similar displays since that time have been frequently witnessed;—indeed scarcely a year passes without the fall of meteoric stones in some part of the earth, either singly or in clusters. It would not comport with the design of the present treatise to give an extended list of these phenomena. The following account, however, includes the most important instances in which the fall of meteoric stones has been actually observed:
Although there have been many recorded instances of meteorites falling, some of which seem well-documented, it often seemed too incredible and unlikely for scientists to believe. However, a shower of rocky fragments occurred on April 26, 1803, in L'Aigle, France, which cleared up any doubt on the matter. Since then, similar events have frequently been seen; indeed, hardly a year goes by without meteorites falling somewhere on Earth, either alone or in groups. It wouldn’t fit the purpose of this discussion to provide a detailed list of these occurrences. The following account includes the most significant instances in which meteorites have been directly observed:
(1.) 1478 B.C.—According to the celebrated Parian chronicle, an aerolite, or thunder-stone, as it was called, fell in the island of Crete, about 1478 years before the Christian era. This is undoubtedly the most ancient stone-fall on record. Meteoric masses have been found, however, the fall of which probably occurred at an epoch still more ancient.
(1.) 1478 B.C.—According to the well-known Parian chronicle, a meteorite, or thunder-stone, as it was known, fell on the island of Crete around 1478 years before the Christian era. This is certainly the oldest recorded stone fall. However, there have been found meteorite fragments whose falls probably happened in even earlier times.
(2.) 1200 B.C.—A number of stones, which were[Pg 58] anciently preserved in Orchomenos, a town of Bœotia, were said to have fallen from heaven about twelve centuries before our era.
(2.) 1200 B.C.—Several stones, which were[Pg 58] historically kept in Orchomenos, a town in Bœotia, were claimed to have fallen from the sky about twelve centuries before our time.
(3.) 1168 B.C.—A mass of iron, as we learn from the Parian chronicle, was seen to descend upon Mount Ida, in Crete.
(3.) 1168 B.C.—According to the Parian chronicle, a large mass of iron was observed falling onto Mount Ida in Crete.
(4.) 654 B.C.—According to Livy, a number of meteoric stones fell on the Alban Hill, near Rome, about the year 654 B.C.
(4.) 654 B.C.—According to Livy, several meteorite stones fell on the Alban Hill, close to Rome, around the year 654 B.C.
(5.) 616 B.C., January 14.—It is related in the Chinese annals that on the 14th of January, 616 B.C., a meteoric stone-fall broke several chariots and killed ten men.
(5.) 616 B.C., January 14.—According to the Chinese records, on January 14, 616 B.C., a meteorite fell, damaging several chariots and killing ten men.
(6.) 466 B.C.—A mass of rock, described as "of the size of two millstones," fell at Ægospotamos, in Thrace. An attempt to rediscover this meteoric mass, so celebrated in antiquity, was recently made, but without success. Notwithstanding this failure, Humboldt expressed the hope that, as such a body would be difficult to destroy, it may yet be found, "since the region in which it fell is now become so easy of access to European travelers."
(6.) 466 B.C.—A huge rock, described as "the size of two millstones," fell at Ægospotamos in Thrace. A recent attempt to find this famous meteorite from ancient times was made, but it didn't succeed. Despite this setback, Humboldt expressed hope that, since such a mass would be hard to destroy, it might still be found, "because the area where it fell is now much more accessible to European travelers."
(7.) 465 B.C.—The famous stone called the "Mother of the Gods," and which is described or alluded to by many ancient writers, was said to have fallen from the skies. The poet Pindar was seated on a hill at the time of its descent, and the meteorite struck the earth near his feet. The stone, as it fell, was encircled by fire. "It is said to have been of moderate dimensions, of a black hue, of an irregular, angular shape, and of a metallic aspect. An oracle had predicted that the Romans would continue to increase in prosperity if they were put[Pg 59] in possession of this precious deposit; and Publius Scipio Nasico was accordingly deputed to Attalus, King of Pergamus, to obtain and receive the sacred idol, whose worship was instituted at Rome 204 years before the Christian era."—Edinburgh Encyclopedia.
(7.) 465 B.C.—The well-known stone called the "Mother of the Gods," which many ancient writers have referenced or mentioned, was said to have fallen from the sky. The poet Pindar was sitting on a hill when it came down, and the meteorite landed near his feet. The stone, as it fell, was surrounded by fire. "It is said to have been of moderate size, black in color, with an irregular, angular shape, and a metallic appearance. An oracle had predicted that the Romans would continue to thrive if they possessed this valuable object; therefore, Publius Scipio Nasico was sent to Attalus, King of Pergamus, to acquire and receive the sacred idol, whose worship was established in Rome 204 years before the Christian era."—Edinburgh Encyclopedia.
(8.) A.D. 921.—An immense aerolite fell into the river (a branch of the Tiber) at Narni, in Italy. It projected three or four feet above the surface of the water.
(8.) A.D. 921.—A massive meteorite fell into the river (a branch of the Tiber) at Narni, Italy. It rose three or four feet above the surface of the water.
(9.) 1492, November 7.—An aerolite, weighing 276 pounds, fell at Ensisheim, in Alsace, penetrating the earth to the depth of three feet. This stone, or the greater part of it, may still be seen at Ensisheim.
(9.) 1492, November 7.—A meteorite, weighing 276 pounds, fell at Ensisheim, in Alsace, sinking into the ground to a depth of three feet. This stone, or most of it, can still be seen at Ensisheim.
(10.) 1511, September 14.—At noon an almost total darkening of the heavens occurred at Crema. "During this midnight gloom," says a writer of that period, "unheard-of thunders, mingled with awful lightnings, resounded through the heavens.... On the plain of Crema, where never before was seen a stone the size of an egg, there fell pieces of rock of enormous dimensions and of immense weight. It is said that ten of these were found, weighing 100 pounds each." A monk was struck dead at Crema by one of these rocky fragments. This terrific display is said to have lasted two hours, and 1200 aerolites were subsequently found.
(10.) 1511, September 14.—At noon, there was an almost total darkening of the sky over Crema. "During this midnight gloom," says a writer of that time, "unheard-of thunders, mixed with frightening lightning, echoed through the heavens.... On the plains of Crema, where a stone the size of an egg had never been seen before, pieces of rock of huge size and immense weight fell. It's reported that ten of these were found, weighing 100 pounds each." A monk was killed at Crema by one of these rock fragments. This terrifying event reportedly lasted for two hours, and 1200 meteorites were later discovered.
(11.) 1637, November 29.—A stone, weighing 54 pounds, fell on Mount Vaison, in Provence.
(11.) 1637, November 29.—A stone weighing 54 pounds fell on Mount Vaison in Provence.
(12.) 1650, March 30.—A Franciscan monk was killed at Milan by the fall of a meteoric stone.[Pg 60]
(12.) 1650, March 30.—A Franciscan monk was killed in Milan by a falling meteorite.[Pg 60]
(13.) 1674.—Two Swedish sailors were killed on shipboard by the fall of an aerolite.
(13.) 1674.—Two Swedish sailors were killed on board by the fall of a meteorite.
(14.) 1751, May 26.—Two meteoric masses, consisting almost wholly of iron, fell near Agram, the capital of Croatia. The larger fragment, which weighs 72 pounds, is now in Vienna.
(14.) 1751, May 26.—Two meteorite chunks, mostly made of iron, fell near Agram, the capital of Croatia. The bigger piece, weighing 72 pounds, is now in Vienna.
(15.) 1790, July 24.—Between 9 and 10 o'clock at night a very large meteor was seen near Bordeaux, France. Over Barbotan a loud explosion was heard, which was followed by a shower of meteoric stones of various magnitudes.
(15.) 1790, July 24.—Between 9 and 10 PM, a very large meteor was spotted near Bordeaux, France. A loud explosion was heard over Barbotan, followed by a shower of meteoric stones of different sizes.
(16.) 1794, July.—A fall of about a dozen aerolites occurred at Sienna, Tuscany.
(16.) 1794, July.—Around twelve meteorites fell at Sienna, Tuscany.
(17.) 1795, December 13.—A large meteoric stone fell near Wold Cottage, in Yorkshire, England. "Several persons heard the report of an explosion in the air, followed by a hissing sound; and afterward felt a shock, as if a heavy body had fallen to the ground at a little distance from them. One of these, a plowman, saw a huge stone falling toward the earth, eight or nine yards from the place where he stood. It threw up the mould on every side; and after penetrating through the soil, lodged some inches deep in solid chalk-rock. Upon being raised, the stone was found to weigh 56 pounds. It fell in the afternoon of a mild, but hazy day, during which there was no thunder or lightning; and the noise of the explosion was heard through a considerable district."—Milner's Gallery of Nature, p. 134.
(17.) 1795, December 13.—A large meteorite fell near Wold Cottage, in Yorkshire, England. "Several people heard a loud explosion in the air, followed by a hissing sound, and then felt a shock, as if a heavy object had fallen to the ground nearby. One of them, a farmer, saw a massive stone falling toward the earth, about eight or nine yards from where he was standing. It kicked up soil all around; and after going through the ground, it settled some inches deep in solid chalk. When it was lifted, the stone was found to weigh 56 pounds. It fell in the afternoon on a mild but cloudy day, with no thunder or lightning; and the explosion was heard over a large area."—Milner's Gallery of Nature, p. 134.
(18.) 1796, February 19.—A stone of 10 pounds' weight fell in Portugal.
(18.) 1796, February 19.—A 10-pound stone fell in Portugal.
(19.) 1803, April 26.—This remarkable shower was referred to on a previous page. At 1 o'clock[Pg 61] P.M., the heavens being almost cloudless, a tremendous noise, like that of thunder, was heard, and at the same time an immense fire-ball was seen moving with great rapidity through the atmosphere. This was followed by a violent explosion, which lasted several minutes, and which was heard not only at L'Aigle, but in every direction around it to the distance of 70 miles. Immediately after, a great number of meteoric stones fell to the earth, generally penetrating to some distance beneath the surface. Nearly 3000 of these fragments were found and collected, the largest weighing about 17 pounds. The occurrence very naturally excited great attention. M. Biot, under the authority of the government, repaired to the place, collected the various facts in regard to the phenomenon, took the testimony of witnesses, etc., and finally embraced the results of his investigations in an elaborate memoir.
(19.) 1803, April 26.—This remarkable shower was mentioned earlier. At 1 o'clock[Pg 61] P.M., with the sky nearly clear, a loud noise similar to thunder was heard, and at the same time, a huge fireball was seen moving rapidly through the atmosphere. This was followed by a powerful explosion that lasted several minutes and was heard not just in L'Aigle, but in every direction for up to 70 miles. Right after, a large number of meteoric stones fell to the ground, often penetrating deep beneath the surface. Nearly 3000 of these fragments were found and collected, with the largest weighing around 17 pounds. The event understandably drew a lot of attention. M. Biot, representing the government, went to the site, gathered various facts about the phenomenon, took witness testimonies, and ultimately compiled the results of his research in a detailed report.
(20.) 1807, December 14.—A large meteor exploded over Weston, Connecticut. The height, direction, velocity and magnitude of this body were discussed by Dr. Bowditch in a memoir communicated to the American Academy of Arts and Sciences in 1815. The appearance of the meteor occurred about 6h. 15m. A.M.,—just after daybreak. Its apparent diameter was half that of the full moon; its time of flight, about 30 seconds. Within less than a minute from the time of its disappearance three distinct reports, like those of artillery, were heard over an area several miles in diameter. Each explosion was followed by the fall of meteoric stones. Unlike most aerolites, these bodies when first found were so soft as to be easily pulverized[Pg 62] between the fingers. On exposure to the air, however, they gradually hardened. The weight of the largest fragment was 35 pounds.
(20.) 1807, December 14.—A large meteor exploded over Weston, Connecticut. Dr. Bowditch discussed the height, direction, velocity, and size of this object in a paper he presented to the American Academy of Arts and Sciences in 1815. The meteor appeared around 6:15 A.M., just after daybreak. It looked about half the size of a full moon and traveled for approximately 30 seconds. Less than a minute after it vanished, three loud sounds, like cannon fire, were heard over an area several miles wide. Each explosion was followed by the fall of meteoric stones. Unlike most meteorites, these stones, when first discovered, were so soft that they could be easily crushed between the fingers. However, they gradually hardened when exposed to air. The largest piece weighed 35 pounds.
(21.) 1859, November 15.—Between 9 and 10 o'clock in the morning an extraordinary meteor was seen in several of the New England States, New York, New Jersey, the District of Columbia, and Virginia. The apparent diameter of the head was nearly equal to that of the sun, and it had a train, notwithstanding the bright sunshine, several degrees in length. Its disappearance on the coast of the Atlantic was followed by a series of the most terrific explosions. It is believed to have descended into the water, probably into Delaware Bay. A highly interesting account of this meteor, by Professor Loomis, may be found in the American Journal of Science and Arts for January, 1860.
(21.) 1859, November 15.—Between 9 and 10 o'clock in the morning, an extraordinary meteor was seen in several New England states, New York, New Jersey, the District of Columbia, and Virginia. The apparent diameter of the head was almost as large as the sun, and it had a tail, even with the bright sunshine, several degrees long. Its disappearance over the Atlantic coast was followed by a series of extremely loud explosions. It is thought to have dropped into the water, likely in Delaware Bay. A very interesting account of this meteor, by Professor Loomis, can be found in the American Journal of Science and Arts for January, 1860.
(22.) 1860, May 1.—About 20 minutes before 1 o'clock, P.M., a shower of meteoric stones fell in the southwest corner of Guernsey county, Ohio. Full accounts of the phenomena are given in Silliman's Journal for July, 1860, and January and July, 1861, by Professors E. B. Andrews, E. W. Evans, J. L. Smith, and D. W. Johnson. From these interesting papers we learn that the course of the meteor was about 40° west of north. Its visible track was over Washington and Noble counties, and the prolongation of its projection, on the earth's surface, passes directly through New Concord, in the southeast corner of Muskingum county. The meteor when first seen was about 40 miles from the earth's surface. The sky, at the time, was for the most part covered with clouds over northwestern Ohio, so[Pg 63] that if any portion of the meteoric mass continued on its course it was invisible. The velocity of the meteor, in relation to the earth's surface, was from three to four miles per second; and hence its absolute velocity in the solar system must have been somewhat greater than that of the earth.
(22.) 1860, May 1.—About 20 minutes before 1 o'clock, P.M., a shower of meteoric stones fell in the southwest corner of Guernsey County, Ohio. Full accounts of the phenomena are given in Silliman's Journal for July, 1860, and January and July, 1861, by Professors E. B. Andrews, E. W. Evans, J. L. Smith, and D. W. Johnson. From these interesting papers, we learn that the meteor's path was about 40° west of north. Its visible track was over Washington and Noble counties, and if we extend its projection on the earth's surface, it goes straight through New Concord, in the southeast corner of Muskingum County. When the meteor was first spotted, it was about 40 miles above the earth's surface. The sky was mostly cloudy over northwestern Ohio at the time, so[Pg 63] if any part of the meteoric mass continued on its path, it was not visible. The meteor's speed, relative to the earth's surface, was between three and four miles per second; therefore, its absolute speed in the solar system must have been somewhat greater than that of the earth.
"At New Concord,[21] Muskingum county, where the meteoric stones fell, and in the immediate neighborhood, there were many distinct and loud reports heard. At New Concord there was first heard in the sky, a little southeast of the zenith, a loud detonation, which was compared to that of a cannon fired at the distance of half a mile. After an interval of ten seconds, another similar report. After two or three seconds another, and so on with diminishing intervals. Twenty-three distinct detonations were heard, after which the sounds became blended together and were compared to the rattling fire of an awkward squad of soldiers, and by others to the roar of a railway train. These sounds, with their reverberations, are thought to have continued for two minutes. The last sounds seemed to come from a point in the southeast 45° below the zenith. The result of this cannonading was the falling of a large number of stony meteorites upon an area of about 10 miles long by 3 wide. The sky was cloudy, but some of the stones were seen first as 'black specks', then as 'black birds', and finally falling to the ground. A few were picked up within 20 or 30 minutes. The warmest was no warmer[Pg 64] than if it had lain on the ground exposed to the sun's rays. They penetrated the earth from two to three feet. The largest stone, which weighed 103 pounds, struck the earth at the foot of a large oak-tree, and, after cutting off two roots, one five inches in diameter, and grazing a third root, it descended two feet ten inches into hard clay. This stone was found resting under a root that was not cut off. This would seemingly imply that it entered the earth obliquely."
At New Concord,[21] Muskingum County, where the meteorites fell, many distinct and loud sounds were heard in the surrounding area. At New Concord, a loud bang was first heard in the sky, a little southeast of directly above, similar to the sound of a cannon fired from half a mile away. Ten seconds later, another similar sound was heard. A few seconds after that, another followed, and this continued with shorter intervals. A total of twenty-three distinct booms were recorded, after which the sounds blended together, being likened to the clatter of an unskilled group of soldiers or the roar of a train. These noises and their echoes are believed to have lasted about two minutes. The final sounds appeared to come from a point in the southeast, about 45° below the zenith. As a result of this cannon-like noise, many large stony meteorites fell over an area roughly 10 miles long and 3 miles wide. The sky was overcast, but some of the stones were initially seen as 'black specks', then as 'black birds', and finally plummeting to the ground. A few were collected within 20 or 30 minutes. The warmest stone was no warmer than if it had been lying on the ground in the sun. They penetrated the earth by two to three feet. The largest stone, weighing 103 pounds, hit the ground at the base of a large oak tree, cutting off two roots—one measuring five inches in diameter—and grazing another root, descending two feet ten inches into hard clay. This stone was found resting under a root that was not severed, suggesting it entered the earth at an angle.
Over thirty of the stones which fell were discovered, while doubtless many, especially of the smaller, being deeply buried beneath the soil, entirely escaped observation. The weight of the largest ten was 418 pounds.
Over thirty of the stones that fell were found, while many others, especially the smaller ones, were buried too deep in the ground to be seen. The heaviest of the ten weighed 418 pounds.
(23.) 1860, July 14.—About 2 o'clock P.M. on the 14th of July, 1860, a shower of aerolites fell at Dhurmsala, in India. The fall was attended by a tremendous detonation, which greatly terrified the inhabitants of the district. The natives, supposing the stones to have been thrown by some of their deities from the summit of the Himalayas, carried off many fragments to be kept as objects of religious veneration. Lord Canning and Mr. J. R. Saunders succeeded, however, in obtaining numerous specimens, which they forwarded to the British Museum and several European cabinets. They are earthy aerolites, of a specific gravity somewhat greater than that of granite.
(23.) 1860, July 14.—Around 2 o'clock P.M. on July 14, 1860, a shower of meteorites fell in Dhurmsala, India. The event was accompanied by a loud explosion that scared the locals. The residents believed the stones were thrown by their gods from the top of the Himalayas, so they collected many fragments to keep as sacred objects. However, Lord Canning and Mr. J. R. Saunders were able to obtain several samples, which they sent to the British Museum and various European collections. These are rocky meteorites, with a specific gravity somewhat higher than that of granite.
(24.) 1864, May 14.—Early in the evening a very large and brilliant meteor was seen in France, from Paris to the Spanish border. At Montauban and in the vicinity loud explosions were heard,[Pg 65] which were followed by showers of meteoric stones near the villages of Orgueil and Nohic. The principal facts in regard to the meteor are the following:
(24.) 1864, May 14.—Early in the evening, a huge and bright meteor was spotted in France, stretching from Paris to the Spanish border. In Montauban and nearby areas, loud explosions were heard,[Pg 65] followed by showers of meteoric stones near the villages of Orgueil and Nohic. The key details about the meteor are as follows:
Elevation when first seen, over | 55 miles |
" at the time of its explosion | 20 " |
Inclination of its path to the horizon | 20° or 25° |
Velocity per second, about | 20 miles, |
or equal to that of the earth's orbital motion. |
"This example," says Professor Newton, "affords the strongest proof that the detonating and stone-producing meteors are phenomena not essentially unlike."
"This example," says Professor Newton, "provides the strongest evidence that the detonating meteors and the stone-producing meteors are not fundamentally different phenomena."
(25.) 1868, January 30.—It is obviously a matter of much importance that the composition and general characteristics of aerolites, together with the phenomena attending their fall, should be carefully noted; as such facts have a direct bearing on the theory of their origin. In this regard the memoirs of Professors J. G. Galle, of Breslau, and G. vom Rath, of Bonn, on a meteoric fall which occurred at Pultusk, Poland, on the 30th of January, 1868, have more than ordinary interest. These memoirs establish the fact that the aerolites of the Pultusk shower entered our atmosphere as a swarm or cluster of distinct meteoric masses. It is shown, moreover, by Dr. Galle that this meteor-group had a proper motion when it entered the solar system of at least from 4½ to 7 miles per second.
(25.) 1868, January 30.—It is clearly very important to carefully note the composition and general characteristics of meteorites, along with the events surrounding their fall, as these facts are directly relevant to the theory of their origin. In this context, the reports by Professors J. G. Galle from Breslau and G. vom Rath from Bonn, regarding a meteorite fall that took place in Pultusk, Poland, on January 30, 1868, are particularly interesting. These reports confirm that the meteorites from the Pultusk shower entered our atmosphere as a group or cluster of individual meteoric masses. Additionally, Dr. Galle demonstrates that this group of meteors had a speed of at least 4½ to 7 miles per second when it entered the solar system.
The foregoing list contains but a small proportion of the meteoric stones whose fall has been actually observed. But, besides these, other masses have been found so closely similar in structure to aerolites whose descent has been witnessed, as to leave[Pg 66] no doubt in regard to their origin. One of these is a mass of iron and nickel, weighing 1680 pounds, found by the traveler Pallas, in 1749, at Abakansk, in Siberia. This immense aerolite may be seen in the Imperial Museum at St. Petersburg. On the plain of Otumpa, in Buenos Ayres, is a meteoric mass 7½ feet in length, partly buried in the ground. Its estimated weight is about 16 tons. A specimen of this stone, weighing 1400 pounds, has been removed and deposited in one of the rooms of the British Museum. A similar block, of meteoric origin, weighing more than six tons, was discovered some years since in the province of Bahia, in Brazil.
The list above includes only a small fraction of the meteorites whose falls have been actually witnessed. In addition to these, other masses have been found that are so similar in structure to the observed aerolites that there is no doubt about their origin. One of these is a mass of iron and nickel, weighing 1,680 pounds, discovered by the traveler Pallas in 1749 at Abakansk, Siberia. This massive meteorite can be seen at the Imperial Museum in St. Petersburg. On the Otumpa plain in Buenos Aires, there is a meteoric mass that is 7.5 feet long, partially buried in the ground. Its estimated weight is around 16 tons. A specimen of this stone, weighing 1,400 pounds, has been taken and placed in one of the rooms of the British Museum. A similar block of meteoric origin, weighing more than six tons, was found a few years ago in Bahia, Brazil.
General Remarks.
General Comments.
1. A Committee on Luminous Meteors was appointed several years since by the British Association for the Advancement of Science. This committee, consisting at present of James Glaisher, F.R.S., Robert P. Greg, F.R.S., Alexander S. Herschel, F.R.A.S., and Charles Brooke, F.R.S., report from year to year not only their own observations on aerolites, fire-balls, and falling stars, but also such facts bearing upon the subject as can be derived from other sources. An analysis of these reports justifies the conclusion that meteoric stone-falls, like star-showers, occur with greater frequency than usual on or about particular days. These epochs, established with more or less certainty, are the following:[Pg 67]
1. A Committee on Luminous Meteors was formed several years ago by the British Association for the Advancement of Science. This committee currently includes James Glaisher, F.R.S., Robert P. Greg, F.R.S., Alexander S. Herschel, F.R.A.S., and Charles Brooke, F.R.S. They report each year not just their own observations on meteorites, fireballs, and shooting stars, but also relevant facts from other sources. An analysis of these reports supports the conclusion that meteorite falls, like meteor showers, happen more often than normal on or around specific days. The following periods, established with varying degrees of certainty, are as follows:[Pg 67]
(a.) | January | 4th. |
(b.) | " | 16th. |
(c.) | " | 29th. |
(d.) | February | 10th. |
(e.) | " | 15th—18th. |
(f.) | March | 6th. |
(g.) | " | 12th. |
(h.) | April | 1st. |
(i.) | " | 10th—14th. |
(j.) | May | 8th—9th. |
(k.) | " | 13th—14th. |
(l.) | " | 17th—19th. |
(m.) | June | 3d. |
(n.) | " | 9th. |
(o.) | " | 12th. |
(p.) | " | 16th. |
(q.) | July | 3d—4th. |
(r.) | " | 14th—17th. |
(s.) | August | 5th—7th. |
(t.) | " | 11th. |
(u.) | September | 4th—10th. |
(v.) | October | 13th. |
(w.) | November | 5th. |
(x.) | " | 12th—13th. |
(y.) | " | 27th—30th. |
(z.) | December | 5th. |
(z´.) | " | 8th—14th. |
(z´´.) | " | 27th. |
2. It is worthy of remark that no new elements have been found in meteoric stones. Humboldt, in his "Cosmos," called attention to this interesting fact. "I would ask," he remarks, "why the elementary substances that compose one group of cosmical bodies, or one planetary system, may not in a great measure be identical? Why should we not adopt this view, since we may conjecture that those planetary bodies, like all the larger or smaller agglomerated masses revolving round the sun, have been thrown off from the once far more expanded solar atmosphere, and have been formed from vaporous rings describing their orbits round the central body?"
2. It's worth noting that no new elements have been discovered in meteorites. Humboldt, in his "Cosmos," pointed out this interesting fact. "I would ask," he says, "why the basic substances that make up one group of celestial bodies, or one planetary system, might not largely be the same? Why shouldn't we consider this possibility, since we can speculate that those planetary bodies, like all the larger or smaller clumps of matter orbiting the sun, were ejected from the once much more expansive solar atmosphere and formed from vaporous rings tracing their paths around the central body?"
3. But while aerolites contain no elements but such as are found in the earth's crust, the manner in which these elements are combined and arranged is so peculiar that a skillful mineralogist will readily distinguish them from terrestrial substances.
3. But while meteorites contain only elements that are found in the Earth's crust, the way these elements are combined and arranged is so unique that a skilled mineralogist can easily tell them apart from earthly materials.
4. Of the eighteen or nineteen elements hitherto observed in meteoric stones, iron is found in the greatest abundance. The specific gravities vary from 1.94 to 7.901: the former being that of the stone of[Pg 68] Alais; the latter that of the meteorite of Wayne county, Ohio, described by Professor J. L. Smith in Silliman's Journal for November, 1864, p. 385.
4. Out of the eighteen or nineteen elements that have been observed in meteoric stones, iron is the most abundant. The specific gravities range from 1.94 to 7.901: the former being that of the stone from [Pg 68] Alais; the latter being that of the meteorite from Wayne County, Ohio, described by Professor J. L. Smith in Silliman's Journal for November 1864, p. 385.
5. The average number of aerolitic falls in a year was estimated by Schreibers at 700. Baron Reichenbach, however, after a discussion of the data at hand, makes the number much larger. He regards the probable annual average for the entire surface of the earth as not less than 4500. This would give twelve daily falls. They are of every variety as to magnitude, from a weight of less than a single ounce to over fifteen tons. The baron even suspects the meteoric origin of large masses of dolerite which all former geologists had considered native to our planet.
5. Schreibers estimated that the average number of meteorite falls each year is about 700. However, Baron Reichenbach, after analyzing the available data, believes that the actual number is much higher. He thinks the probable annual average for the entire Earth's surface is at least 4,500, which would mean around twelve falls a day. These meteorites vary greatly in size, weighing anywhere from less than an ounce to over fifteen tons. The baron even suspects that some large dolerite masses, which previous geologists thought were native to Earth, might actually have a meteoric origin.
6. An analysis of any extensive table of meteorites and fire-balls proves that a greater number of aerolitic falls have been observed during the months of June and July, when the earth is near its aphelion, than in December and January, when near its perihelion. It is found, however, that the reverse is true in regard to bolides, or fire-balls. These facts are susceptible of an obvious explanation. The fall of meteoric stones would be more likely to escape observation by night than by day, on account of the relatively small number of observers. But the days are shortest when the earth is in perihelion, and longest when in aphelion; the ratio of their lengths being nearly equal to that of the corresponding numbers of aerolitic falls. On the other hand, it is obvious that fire-balls, unless very large, would not be visible during the day. The observed number will therefore be greatest when the nights are longest; that is, when the earth is near its perihelion. This, it will be found, is precisely in accordance with observation.
6. An analysis of a comprehensive table of meteorites and fireballs shows that more aerolitic falls have been observed in June and July, when the Earth is at its furthest point from the sun, than in December and January, when it is closest. However, the opposite is true for bolides, or fireballs. These facts can be clearly explained. The fall of meteoric stones is more likely to go unnoticed at night than during the day because there are fewer observers. But the nights are shortest when the Earth is closest to the sun, and longest when it is furthest away; the ratio of their lengths is about equal to the corresponding number of aerolitic falls. On the other hand, it’s clear that fireballs, unless they are very large, wouldn’t be visible during the day. Therefore, the number observed will be greatest when the nights are longest; that is, when the Earth is near its closest point to the sun. This aligns perfectly with what we observe.
CHAPTER VIII.
SHOOTING-STARS.—METEORS OF NOVEMBER 14.
Although shooting-stars have doubtless been observed in all ages of the world, it is only within the last half century that they have attracted the special attention of scientific men. A few efforts had been made to determine the height of such meteors, but the first general interest in the subject was excited by the brilliant meteoric display of November 13, 1833. This shower of fire can never be forgotten by those who witnessed it. The meteors were observed from the West Indies to British America, and from 60° to 100° west longitude from Greenwich. As early as 10 o'clock on the evening of the 12th shooting-stars were observed with unusual frequency; their motions being generally westward. Soon after midnight their numbers became so extraordinary as to attract the attention of all who happened to be in the open air. The meteors, however, became more and more numerous till 4, or half past 4, o'clock; and the fall did not entirely cease till ten minutes before sunrise. From 2 to 6 o'clock the numbers were so great as to defy all efforts at counting them; while their brilliancy was such that persons sleeping in rooms with uncurtained windows were aroused by their light. The[Pg 70] meteors varied in apparent magnitude from the smallest visible points to fire-balls equaling the moon in diameter. Occasionally one of the larger class would separate into several parts, and in some instances a luminous train remained visible for three or four minutes. No sound whatever accompanied the display. It was noticed by many observers that all the meteors diverged from a point near the star Gamma Leonis; in other words, their paths if traced backward would intersect each other at a particular locality in the constellation Leo. In some parts of the country the inhabitants were completely terror-stricken by the magnificence of the display. In the afternoon of the day on which the shower occurred the writer met with an illiterate farmer who, after describing the phenomena as witnessed by himself, remarked that "the stars continued to fall till none were left," and added, "I am anxious to see how the heavens will appear this evening; I believe we shall see no more stars." A gentleman of South Carolina described the effect on the negroes of his plantation as follows:—"I was suddenly awakened by the most distressing cries that ever fell on my ears. Shrieks of horror and cries for mercy I could hear from most of the negroes of the three plantations, amounting in all to about 600 or 800. While earnestly listening for the cause I heard a faint voice near the door, calling my name. I arose, and, taking my sword, stood at the door. At this moment I heard the same voice still beseeching me to arise, and saying, 'O my God, the world is on fire!' I then opened the door, and it is difficult to say which excited me the most,—the awfulness of the[Pg 71] scene, or the distressed cries of the negroes. Upwards of a hundred lay prostrate on the ground,—some speechless, and some with the bitterest cries, but with their hands raised, imploring God to save the world and them. The scene was truly awful; for never did rain fall much thicker than the meteors fell towards the earth; east, west, north, and south, it was the same."
Although shooting stars have undoubtedly been seen throughout history, they only began to catch the serious attention of scientists in the last fifty years. A few attempts were made to measure the altitude of these meteors, but the first major interest in the topic was sparked by the amazing meteor display on November 13, 1833. This fiery shower will always be remembered by those who witnessed it. The meteors were visible from the West Indies to Canada, and from 60° to 100° west longitude from Greenwich. As early as 10 PM on the evening of the 12th, shooting stars were seen unusually frequently, generally moving westward. Shortly after midnight, their numbers became so extraordinary that anyone outside couldn't help but notice. The meteors continued to increase in number until around 4 or 4:30 AM, and they didn't completely stop falling until ten minutes before sunrise. From 2 to 6 AM, their numbers were so vast that counting them was impossible, and their brightness was such that people sleeping in rooms with uncurtained windows were awakened by the light. The meteors ranged in apparent size from the tiniest visible points to fireballs as large as the moon. Occasionally, a larger meteor would break into several parts, and in some cases, a glowing trail would be visible for three or four minutes. There was no sound accompanying the display. Many observers noted that all the meteors appeared to radiate from a point near the star Gamma Leonis; in other words, if their paths were traced backward, they would intersect at a specific place in the Leo constellation. In some areas, the residents were utterly terrified by the glorious display. On the day of the shower, I encountered an uneducated farmer who, after describing the phenomena as he saw them, said, "The stars kept falling until none were left," and added, "I can't wait to see how the sky looks this evening; I don't think we'll see any more stars." A gentleman from South Carolina described how the black workers on his plantation reacted: "I was suddenly awakened by the most distressing screams I've ever heard. I could hear cries of terror and pleas for mercy from nearly all the workers on the three plantations, totaling about 600 or 800 people. While I was trying to find out the cause, I heard a faint voice near the door calling my name. I got up, took my sword, and stood at the door. At that moment, I heard the same voice still begging me to get up, saying, 'Oh my God, the world is on fire!' I then opened the door, and it’s hard to say which alarmed me more—the terrifying sight or the desperate cries of the workers. Over a hundred were lying flat on the ground—some speechless, and some crying out in despair, with their hands raised, begging God to save the world and themselves. The scene was truly horrifying; it was as if rain was falling thicker than the meteors were falling to the earth; it was the same in every direction—east, west, north, and south."
At the time of this wonderful meteoric display Captain Hammond, of the ship Restitution, had just arrived at Salem, Massachusetts, where he observed the phenomenon from midnight till daylight. He recollected with astonishment that precisely one year before, viz., on the 13th of November, 1832, he had observed a similar appearance (although the meteors were less numerous) at Mocha, in Arabia. It was found, moreover, as a further and most remarkable coincidence, that an extraordinary fall of meteors had been witnessed on the 12th of November, 1799. This was seen and described by Andrew Ellicott, Esq., who was then at sea near Cape Florida. It was also observed by Humboldt and Bonpland, in Cumana, South America. Baron Humboldt's description of the shower is as follows:—"From half after two, the most extraordinary luminous meteors were seen toward the east. Thousands of bolides and falling stars succeeded each other during four hours. They filled a space in the sky extending from the true east 30° toward the north and south. In an amplitude of 60° the meteors were seen to rise above the horizon at E.N.E. and at E., describe arcs more or less extended, and fall toward the south, after having followed the direc[Pg 72]tion of the meridian. Some of them attained a height of 40°, and all exceeded 25° or 30°. Mr. Bonpland relates, that from the beginning of the phenomenon there was not a space in the firmament equal in extent to three diameters of the moon, that was not filled at every instant with bolides and falling stars. The Guaiqueries in the Indian suburb came out and asserted that the firework had begun at one o'clock. The phenomenon ceased by degrees after four o'clock, and the bolides and falling stars became less frequent; but we still distinguished some toward the northeast a quarter of an hour after sunrise."
At the time of this incredible meteor shower, Captain Hammond of the ship Restitution had just arrived in Salem, Massachusetts, where he observed the spectacle from midnight until dawn. He recalled in amazement that exactly one year earlier, on November 13, 1832, he had witnessed a similar event (though with fewer meteors) in Mocha, Arabia. Additionally, it was noted as a striking coincidence that an extraordinary meteor shower had been observed on November 12, 1799. This was recorded and described by Andrew Ellicott, Esq., who was then at sea near Cape Florida. Humboldt and Bonpland also saw it in Cumana, South America. Baron Humboldt's account of the shower is as follows: "From half past two, the most extraordinary bright meteors were visible towards the east. Thousands of fireballs and shooting stars appeared in succession for four hours. They filled a space in the sky extending from true east 30° northward and southward. Within a span of 60°, the meteors rose above the horizon at E.N.E. and E., tracing arcs of varying lengths before falling toward the south, having moved along the line of the meridian. Some reached a height of 40°, and all surpassed 25° or 30°. Mr. Bonpland noted that from the start of the event, not a single area in the sky equal to three diameters of the moon was free of fireballs and shooting stars. The Guaiqueries in the Indian neighborhood came out and claimed that the fireworks had begun at one o'clock. The phenomenon gradually faded after four o'clock, and the fireballs and shooting stars became less frequent; however, we could still see some toward the northeast a quarter of an hour after sunrise."
This wonderful correspondence of dates excited a very lively interest throughout the scientific world. It was inferred that a recurrence of the phenomenon might be expected, and accordingly arrangements were made for systematic observations on the 12th, 13th, and 14th of November. The periodicity of the shower was thus, in a very short time, placed wholly beyond question. The facts in regard to the phenomena of November 13, 1833, were collected and discussed by Olmsted, Twining, and other astronomers. The inquiry, however, very naturally arose whether any trace of the same meteoric group could be found in ancient times. To determine this question many old historical records were ransacked by the indefatigable scientist, Edward C. Herrick, in our own country, and by Arago, Quetelet, and others, in Europe. These examinations led to the discovery of ten undoubted returns of the November shower previous to that of 1799. The descriptions of these former meteoric falls are[Pg 73] given by Professor H. A. Newton in the American Journal of Science, for May, 1864. They occurred in the years 902, 931, 934, 1002, 1101, 1202, 1366, 1533, 1602, and 1698. Historians represent the meteors of A.D. 902 as innumerable, and as moving like rain in all directions. The exhibition of 1202 was scarcely less magnificent. "On the last day of Muharrem," says a writer of that period, "stars shot hither and thither in the heavens, eastward and westward, and flew against one another like a scattering swarm of locusts, to the right and left; this phenomenon lasted until daybreak; people were thrown into consternation, and cried to God the Most High with confused clamor." The shower of 1366 is thus described in a Portuguese chronicle, quoted by Humboldt: "In the year 1366, twenty-two days of the month of October being past, three months before the death of the king, Don Pedro (of Portugal), there was in the heavens a movement of stars such as men never before saw or heard of. At midnight, and for some time after, all the stars moved from the east to the west; and after being collected together, they began to move, some in one direction and others in another. And afterward they fell from the sky in such numbers, and so thickly together, that as they descended low in the air they seemed large and fiery, and the sky and the air seemed to be in flames, and even the earth appeared as if ready to take fire. That portion of the sky where there were no stars seemed to be divided into many parts, and this lasted for a long time."
This amazing alignment of dates sparked a lot of interest in the scientific community. It was suggested that the phenomenon could happen again, so plans were made for systematic observations on November 12th, 13th, and 14th. The periodic nature of the shower was quickly established. Information about the events on November 13, 1833, was gathered and discussed by Olmsted, Twining, and other astronomers. Naturally, the question arose whether any record of the same meteoric group could be found in ancient times. To find out, the dedicated scientist Edward C. Herrick in the U.S., along with Arago, Quetelet, and others in Europe, combed through many old historical records. These investigations led to the discovery of ten confirmed returns of the November shower before 1799. The descriptions of these earlier meteor showers are[Pg 73] provided by Professor H. A. Newton in the American Journal of Science, from May 1864. They took place in the years 902, 931, 934, 1002, 1101, 1202, 1366, 1533, 1602, and 1698. Historians describe the meteors of A.D. 902 as countless, moving in all directions like rain. The display in 1202 was nearly as spectacular. "On the last day of Muharrem," wrote a chronicler of that time, "stars shot this way and that in the sky, eastward and westward, and collided with each other like a scattered swarm of locusts, to the right and left; this phenomenon lasted until dawn; people were thrown into panic, crying out to God the Most High in a confused clamor." The shower of 1366 is described in a Portuguese chronicle quoted by Humboldt: "In the year 1366, after twenty-two days of October had passed, three months before the death of King Don Pedro (of Portugal), there was in the heavens a movement of stars like nothing men had ever seen or heard of. At midnight, and for a while afterward, all the stars moved from east to west; after gathering together, they began moving in different directions. Then they fell from the sky in such great numbers and so closely packed that as they descended low in the air, they appeared large and fiery, and the sky and air seemed to be on fire, even the earth looked ready to catch fire. The part of the sky where there were no stars seemed to be divided into many sections, and this lasted for a long time."
The Showers of 1866-9.
The Rains of 1866-9.
The fact that all great displays of the November meteors have taken place at intervals of 33 or 34 years, or some multiple of that period, had led to a general expectation of a brilliant shower in 1866. In this country, however, the public curiosity was much disappointed.[22] The numbers seen were greater than on ordinary nights, but not such as would have attracted any special attention. The greatest number recorded at any one station was seen at New Haven by Professor Newton. On the night of the 12th 694 were counted in five hours and twenty minutes, and on the following night, 881 in five hours. A more brilliant display was, however, witnessed in Europe. Meteors began to appear in unusual frequency about 11 o'clock on the night of the 13th, and their numbers continued to increase with great rapidity for more than two hours; the maximum being reached a little after 1 o'clock. A writer in Edinburgh, Scotland, thus describes the phenomenon as observed at that city:—"Standing on the Calton Hill, and looking westward,—with the observatory shutting out the lights of Princes Street,—it was easy for the eye to delude the imagination into fancying some distant enemy bombarding Edinburgh Castle from long range; and the occasional cessation of the shower for a few[Pg 75] seconds, only to break out again with more numerous and more brilliant drops of fire, served to countenance this fancy. Again, turning eastward, it was possible now and then to catch broken glimpses of the train of one of the meteors through the grim dark pillars of that ruin of most successful manufacture, the National Monument; and in fact from no point in or out of the city was it possible to watch the strange rain of stars, pervading as it did all points of the heavens, without pleased interest and a kindling of the imagination, and often a touch of deeper feeling that bordered on awe." At London about 1 o'clock a single observer counted 200 in two minutes. The whole number seen at Greenwich was 8485. The shower was also observed in different countries on the continent.
The fact that all major displays of the November meteors have happened every 33 or 34 years, or some multiple of that time frame, led to widespread anticipation for a spectacular shower in 1866. However, in this country, the public's excitement was largely disappointed.[22] The number of meteors observed was higher than on typical nights, but not enough to spark significant interest. The highest count recorded at a single location was by Professor Newton in New Haven. On the night of the 12th, 694 were counted over five hours and twenty minutes, and on the following night, 881 in five hours. A more impressive display, though, was seen in Europe. Meteors started appearing unusually frequently around 11 PM on the night of the 13th, and their numbers kept increasing rapidly for over two hours, peaking shortly after 1 AM. A writer in Edinburgh, Scotland, described the spectacle as follows: “Standing on Calton Hill and looking west, with the observatory blocking the lights of Princes Street, it was easy for the eyes to trick the imagination into thinking some distant enemy was bombarding Edinburgh Castle from afar; and the occasional breaks in the shower for a few seconds, only to erupt again with more numerous and spectacular fireballs, supported this idea. Looking eastward, one could sometimes catch fleeting glimpses of one of the meteors' trails through the dark, imposing columns of the National Monument, a notable piece of failed grandeur. In fact, from no point in or outside the city could one watch the unusual rain of stars that filled the sky without feeling a sense of wonder and excitement, often accompanied by a deeper emotion that bordered on awe.” In London, around 1 AM, a single observer counted 200 meteors in just two minutes. The total number seen at Greenwich was 8,485. The shower was also observed in various countries across the continent.
In 1867 the display was generally observed throughout the United States. From the able and interesting reports of Commodore Sands and Professors Newcomb, Harkness, and Eastman, we derive the following facts in regard to the shower as seen at Washington, D. C.:
In 1867, the display was widely seen across the United States. From the insightful and engaging reports of Commodore Sands and Professors Newcomb, Harkness, and Eastman, we gather the following information about the shower as witnessed in Washington, D.C.:
Commencement | 1h. 0m. | A.M. Nov. 14. |
Maximum | 4 20 | " " |
End | 5 0 | " " |
Number of meteors per hour at maximum | 3000 | |
Mean height on first appearance | 75 miles. | |
" " on disappearance | 55 " | |
Position of radiant, R. A. 151°, Decl. 22½°. |
The shower of 1868 was in some respects quite remarkable, though the number of meteors was less than in 1866 or 1867. At New Haven the fall commenced about midnight, and from 2 o'clock till day[Pg 76]break over 5000 meteors were counted. The time of maximum could not be accurately determined, as no decrease in the numbers was observable till dawn. The display was also witnessed in England and in Cape Colony, South Africa. The times of maxima in these countries differed so materially as to indicate a decided stratification of the meteoric stream. The entire depth, moreover, where crossed by the earth in 1868, was much greater than at the part traversed either in 1866 or 1867.
The meteor shower of 1868 was quite remarkable in some ways, although the number of meteors was lower than in 1866 or 1867. In New Haven, the shower started around midnight, and from 2 a.m. until sunrise, over 5000 meteors were counted. The peak time couldn’t be pinpointed exactly, as there was no noticeable drop in numbers until morning. The event was also seen in England and Cape Colony, South Africa. The peak times in these locations varied so much that it suggested a clear layering of the meteor stream. Additionally, the overall depth where Earth passed through in 1868 was significantly greater than the areas crossed in 1866 or 1867.
In 1869 the shower was observed at Port Saïd, Lower Egypt, by G. L. Tupman, Esq.; in Florida, U. S., by Commander William Gibson, U.S.N.; and at Santa Barbara, California, by Mr. G. Davidson and Mrs. E. Davidson. The first observed 112 meteors in 1h. 54m., from 2h. 30m. to 4h. 24m., Alexandria mean time; the numbers during this interval being nearly equal, though slightly decreasing. Throughout the morning (November 14) the sky was only partly clear. The two observers at Santa Barbara saw 556 in 2h. 25m., ending at 3h. 43m. A.M. In Florida also the display was quite brilliant, though inferior to that of 1868. It should be remarked that the morning in many parts of the United States was cloudy. No considerable number of the meteors of this stream has been observed in any part of the world since 1869.
In 1869, the meteor shower was seen at Port Saïd, Lower Egypt, by G. L. Tupman, Esq.; in Florida, U.S., by Commander William Gibson, U.S.N.; and at Santa Barbara, California, by Mr. G. Davidson and Mrs. E. Davidson. The first observer counted 112 meteors in 1 hour and 54 minutes, from 2:30 A.M. to 4:24 A.M., Alexandria mean time; the counts during this period were almost equal, though slightly decreasing. Throughout the morning (November 14), the sky was only partly clear. The two observers in Santa Barbara saw 556 meteors in 2 hours and 25 minutes, ending at 3:43 A.M. In Florida, the display was also quite brilliant, though not as impressive as in 1868. It's worth noting that many parts of the United States had cloudy mornings. Since 1869, no significant number of meteors from this stream has been observed anywhere in the world.
Discussion of the Phenomena.
Discussion of the Phenomena.
Since the memorable display of November 13, 1833, the phenomena of shooting-stars have been observed and discussed with a very lively interest.[Pg 77] Among the first laborers in this department of research the names of Olmsted, Herrick, and Twining must ever hold a conspicuous place. The fact that the position of the radiant point did not change with the earth's rotation at once placed the cosmical origin of the meteors wholly beyond question. The theory of a ring of nebulous matter revolving round the sun in an elliptic orbit—a theory somewhat different from that proposed by Olmsted—was found to afford a simple and satisfactory explanation of the phenomena. This hypothesis of an eccentric stream of meteors intersecting the earth's orbit was adopted by Humboldt, Arago, and others, shortly after the occurrence of the meteoric shower of 1833.
Since the memorable display on November 13, 1833, shooting stars have been observed and discussed with great interest.[Pg 77] Among the early contributors to this field of research, the names Olmsted, Herrick, and Twining will always stand out. The fact that the position of the radiant point didn’t change with the earth's rotation made the cosmic origin of the meteors indisputable. A theory suggesting a ring of nebulous matter orbiting the sun in an elliptical path—somewhat different from Olmsted's proposal—was discovered to provide a straightforward and satisfying explanation for the phenomena. This idea of an eccentric stream of meteors crossing the Earth's orbit was embraced by Humboldt, Arago, and others shortly after the meteor shower of 1833.
A few years previous to the display of 1866 it was shown by Professor Newton, of Yale College, that the distribution of meteoric matter around the ring or orbit is far from uniform; that the motion is retrograde; that the node of the orbit has an annual forward motion of 102´´.6 with respect to the equinox, or of 52´´.4 with respect to the fixed stars; that the periodic time must be limited to five accurately determined periods, viz.: 180.05 days, 185.54 days, 354.62 days, 376.5 days, or 33.25 years; and that the inclination of the orbit to the ecliptic is about 17°. Professor Newton, for reasons assigned, regarded the third period named as the most probable. He remarked, however, that by computing the secular motion of the node for each periodic time, and comparing the result with the known precession, it was possible to determine which of the five periods is the correct one.[Pg 78]
A few years before the 1866 presentation, Professor Newton from Yale College demonstrated that the distribution of meteoric material around the ring or orbit is far from uniform; that the motion is retrograde; that the node of the orbit has a yearly forward motion of 102".6 in relation to the equinox, or 52".4 in relation to the fixed stars; that the periodic time is limited to five precisely determined periods: 180.05 days, 185.54 days, 354.62 days, 376.5 days, or 33.25 years; and that the inclination of the orbit to the ecliptic is about 17°. Professor Newton considered, for specific reasons, the third period listed as the most likely. However, he noted that by calculating the secular motion of the node for each periodic time and comparing the results with the known precession, it was possible to identify which of the five periods is the correct one.[Pg 78]
For the application of this crucial test,—a problem of more than ordinary interest,—we are indebted to Professor J. C. Adams, of Cambridge, England. By an elegant analysis it was first shown that for either of the first four periods designated by Professor Newton, the annual motion of the node, resulting from planetary perturbation, would be considerably less than one half of the observed motion. It only remained, therefore, to examine whether the period of 33¼ years would give a motion of the node corresponding with observation. Professor Adams found that in this time the longitude of the node is increased 20´ by the action of Jupiter, 7´ by the action of Saturn, and 1´ by that of Uranus. The effect of the other planets is scarcely perceptible. The calculated motion in 33¼ years is therefore 28´. The observed motion in the same time, according to Professor Newton, as previously stated, is 29´. This remarkable accordance was at once accepted by astronomers as satisfactory evidence that the period is about 33.25 years.
For this important test—an issue of more than usual interest—we owe thanks to Professor J. C. Adams from Cambridge, England. Through elegant analysis, it was first demonstrated that for any of the first four periods identified by Professor Newton, the annual movement of the node, caused by planetary disturbances, would be significantly less than half of the observed movement. Therefore, it was necessary to check if the period of 33¼ years would result in a node movement that matched observations. Professor Adams discovered that during this time, the longitude of the node increases by 20' due to Jupiter's influence, by 7' from Saturn, and by 1' from Uranus. The impact of the other planets is barely noticeable. The calculated movement over 33¼ years is thus 28'. The observed movement during the same period, as previously mentioned by Professor Newton, is 29'. This remarkable agreement was immediately accepted by astronomers as convincing evidence that the period is approximately 33.25 years.
Having determined the periodic time, the mean distance, or semi-axis major, is found by Kepler's third law to be 10.34. The aphelion is consequently situated at a comparatively short distance beyond the orbit of Uranus. The orbit is represented in Fig. 4.
Having established the periodic time, the average distance, or semi-major axis, is determined by Kepler's third law to be 10.34. The aphelion is therefore located at a relatively short distance beyond the orbit of Uranus. The orbit is shown in Fig. 4.
Fig. 4.
Fig. 4.

It was stated at the close of Chapter VI. that shooting-stars are the dissevered fragments of cometic matter, which, penetrating our atmosphere, are rendered luminous by the resistance so encountered. The discovery that comets and meteors are actually moving in the same orbits was first announced by Signor Schiaparelli in 1867. The[Pg 79] coincidence of the orbits of Tempel's comet[23] as computed by Dr. Oppolzer, and the meteors of November 14 as determined by Schiaparelli, is too close to be regarded as merely accidental. These elements are as follows:
It was stated at the end of Chapter VI that shooting stars are the broken pieces of comet material that, when they enter our atmosphere, become bright due to the friction they encounter. The discovery that comets and meteors actually move along the same paths was first announced by Signor Schiaparelli in 1867. The coincidence of Tempel's comet, as calculated by Dr. Oppolzer, and the meteors from November 14, as identified by Schiaparelli, is too close to be considered just a coincidence. These elements are as follows:
Nov. Meteors. | Tempel's Comet. | |
Perihelion passage | Nov. 10.092, 1866. | Jan. 11.160, 1866. |
Passage of descending node | Nov. 13.576, | |
Longitude of perihelion | 56° 26´ | 60° 28´ |
Longitude of ascending node | 231° 28´ | 231° 26´ |
Inclination | 17° 44´ | 17° 18´[Pg 80] |
Perihelion distance | 0.9873 | 0.9765 |
Eccentricity | 0.9046 | 0.9054 |
Semi-major axis | 10.3400 | 10.3240 |
Periodic time | 33.2500 y. | 33.1760 y. |
Motion | Retrograde. | Retrograde. |
The fact is thus obvious that the meteors of November 14 are the products of the comet's gradual dissolution. It has been stated that the comets of 1366 and 1866 are probably identical. The interval indicates a period of 33.283 years—greater by 39 days than that found by Oppolzer. With this value of the periodic time and the known secular variation of the node it is found that the comet and Uranus were in close proximity about the beginning of the year 547 B.C. It is therefore not improbable that the former was then thrown into its present orbit by the attraction of the latter. The celebrated Leverrier designated the year 126 of our era as the probable epoch of the comet's entrance into our system. This date, however, is incompatible with the period here adopted. It is worthy of remark, moreover, as bearing on this question, that the extension of the cluster in the tenth century, as indicated by the showers of 902, 931, and 934, was too great to have been effected in so short a period as 800 years.
It’s clear that the meteors of November 14 come from the comet slowly breaking apart. It’s been suggested that the comets of 1366 and 1866 are likely the same. The time span shows a period of 33.283 years, which is 39 days longer than what Oppolzer calculated. Using this periodic time and the known long-term changes in the node, we find that the comet and Uranus were very close around the beginning of the year 547 B.C.. Therefore, it’s quite possible that the comet was pulled into its current orbit by Uranus's gravitational pull. The famous Leverrier pointed to the year 126 A.D. as the likely time the comet entered our system. However, this date doesn’t align with the period we've established. Additionally, it’s worth noting that the spread of the cluster in the tenth century, shown by the meteor showers of 902, 931, and 934, was too extensive to have occurred in just 800 years.
With the period of 33.283 years it is easy to find that the comet will make a near approach to the earth about the 16th or 17th of November, 1965, and to Uranus in 1983. At one of these epochs the cometary orbit will probably undergo considerable transformation.[Pg 81]
With a period of 33.283 years, it’s easy to see that the comet will make a close approach to Earth around the 16th or 17th of November, 1965, and to Uranus in 1983. At one of these times, the comet's orbit will likely change significantly.[Pg 81]
We have seen that the comet of 1866, and also the meteoroids following in its path, have their perihelion at the orbit of the earth, and their aphelion at the orbit of Uranus. Both planets, therefore, at each encounter with the current not only appropriate a portion of the meteoric matter, but entirely change the orbits of many meteoroids. In regard to the devastation produced by the earth in passing through the cluster, it is sufficient to state that, according to Weiss, the meteor orbits resulting from the disturbance will have all possible periods from 21 months to 390 years. It may be regarded, therefore, as evidence of the recent[24] introduction of this meteor-stream into the solar system that the comet of 1866, which constitutes a part of the cluster, has not been deflected from the meteoric orbit by either the earth or Uranus.
We have observed that the comet from 1866, along with the meteoroids trailing in its wake, has its closest approach to the sun at the Earth's orbit and its farthest distance at the orbit of Uranus. Thus, both planets, during each encounter with the stream, not only take in some of the meteoric material but also completely alter the paths of many meteoroids. Regarding the destruction caused by Earth while passing through the cluster, it's sufficient to mention that, according to Weiss, the resulting meteor orbits will have periods ranging from 21 months to 390 years. Therefore, it can be seen as evidence that this meteor stream was recently introduced into the solar system, as the comet of 1866, which is part of the cluster, has not been diverted from its meteoric orbit by either Earth or Uranus.
CHAPTER IX.
OTHER METEORIC STREAMS.
The Meteors of August 7-11.—Muschenbroek, in his "Introduction to Natural Philosophy," published in 1762, stated as the result of his own observations that shooting-stars are more abundant in August than in any other part of the year. The fact, however, that a maximum occurs on the 9th or 10th of the month was first shown by Quetelet in 1835. Since that time the shower has been regularly observed both in Europe and America; the number of meteors at the maximum sometimes amounting to 160 per hour. Their tracks when produced backward intersect each other at a particular point in the constellation Perseus.
The Meteors of August 7-11.—Muschenbroek, in his "Introduction to Natural Philosophy," published in 1762, claimed based on his observations that shooting stars are more common in August than at any other time of the year. However, it was Quetelet who first pointed out in 1835 that a peak occurs on the 9th or 10th of the month. Since then, the meteor shower has been regularly observed in both Europe and America, with the number of meteors at the peak sometimes reaching up to 160 per hour. When traced backward, their paths intersect at a specific point in the constellation Perseus.
Of the 315 meteoric displays given in Quetelet's catalogue, 63 belong to the August epoch. Their dates up to the commencement of the present century are as follows:
Of the 315 meteor showers listed in Quetelet's catalog, 63 occurred in August. Their dates leading up to the beginning of this century are as follows:
1. A.D. | 811, | July | 25th. |
2. | 820, | " | 25th-30th. |
3. | 824, | " | 26th-28th. |
4. | 830, | " | 26th. |
5. | 833, | " | 27th. |
6. | 835, | " | 26th. |
7. | 841, | " | 25th-30th. |
8. | 924, | " | 27th-30th. |
9. | 925, | " | 27th-30th. |
10.[Pg 83] | 926, | " | 27th-30th. |
11. | 933, | " | 25th-30th. |
12. | 1243, | Aug. | 2d. |
13. | 1451, | " | 7th. |
14. | 1709, | " | 8th. |
15. | 1779, | " | 9th-10th. |
16. | 1781, | " | 8th. |
17. | 1784, | " | 6th-9th. |
18. | 1789, | " | 10th. |
19. | 1798, | " | 9th. |
20. | 1799, | " | 9th-10th. |
21. | 1800, | " | 10th. |
As the earth is about five days in crossing the ring, its breadth in some parts cannot be less than 8,000,000 miles.
As the Earth takes about five days to cross the ring, its width in some areas can't be less than 8,000,000 miles.
In 1866 Professor Schiaparelli, on computing the orbit of this meteoric stream, noticed the remarkable agreement of its elements with those of Swift's or Tuttle's comet[25] (1862, III.), as computed by Dr. Oppolzer. These coincidences are exhibited in the following table:
In 1866, Professor Schiaparelli calculated the orbit of this meteor stream and observed the striking similarity between its elements and those of Swift's or Tuttle's comet[25] (1862, III.), as calculated by Dr. Oppolzer. These similarities are shown in the following table:
Meteors of August 10. | Comet III. of 1862. | |
Longitude of perihelion | 343° 38´ | 344° 41´ |
Ascending node | 138° 16´ | 137° 27´ |
Inclination | 63° 3´ | 66° 25´ |
Perihelion distance | 0.9643 | 0.9626. |
Period | 105 years (?) | 121.5 years. |
Motion | Retrograde. | Retrograde. |
It appears, therefore, that the third comet of 1862 is a part of the meteoric stream whose orbit is crossed by the earth on the 10th of August.
It seems that the third comet of 1862 is part of the meteoric stream that Earth's orbit intersects on August 10th.
The characteristics of different meteor-zones afford interesting indications in regard to their relative age,[Pg 84] the magnitude and composition of their corpuscles, etc. Thus, if we compare the streams of August 10 and November 14, we shall find that the former probably entered our system at a comparatively remote epoch. We have seen that at each return to perihelion the meteoric cluster is extended over a greater arc of its orbit. Now, Tuttle's comet and the August meteors undoubtedly constituted a single group previous to their entering the solar domain. It is evident, however, from the annual return of the shower during the last 90 years, that the ring is at present nearly if not quite continuous. That the meteoric mass had completed many revolutions before the ninth century of our era is manifest from the frequent showers observed between the years 811 and 841. At the same time, the long interval of 83 years between the last observed display in the ninth century, and the first in the tenth, seems to indicate the existence of a wide chasm in the ring no more than a thousand years since.
The characteristics of different meteor zones provide interesting insights about their relative age,[Pg 84] their size and makeup, etc. So, if we compare the meteor streams from August 10 and November 14, we’ll find that the August stream probably entered our system a long time ago. We’ve noticed that each time it returns to perihelion, the meteor cluster spreads over a larger portion of its orbit. Tuttle's comet and the August meteors clearly formed a single group before they entered the solar system. However, it’s clear from the annual return of the shower over the last 90 years that the ring is now almost, if not entirely, continuous. It’s obvious that the meteoric mass had completed many orbits before the ninth century AD, as shown by the frequent showers seen between 811 and 841. At the same time, the long gap of 83 years between the last observed display in the ninth century and the first in the tenth suggests that there was a significant gap in the ring no more than a thousand years ago.
Neither the period of the meteors nor that of the comet can yet be regarded as accurately ascertained. The latter, however, in all probability, exceeds the former by several years. Now, at each passage of the earth through the elliptic stream, those meteoroids nearest the disturbing body must be thrown into orbits differing more or less from that of the primitive group. In like manner the near approach of the comet to the earth at an ancient epoch may account for the lengthening of its periodic time.
Neither the timing of the meteors nor that of the comet can be considered completely confirmed yet. However, it’s likely that the latter exceeds the former by several years. Each time the earth passes through the elliptical stream, the meteoroids closest to the disturbing body must be pushed into orbits that differ somewhat from the original group. Similarly, the comet's close approach to the earth in the past may explain the increase in its periodic time.
The Meteors of November 27.
The November 27 Meteors.
Professor Schiaparelli's brilliant discovery of the relation between comets and meteors may now be ranked with the established truths of astronomy. His hypothesis, however, in regard to the origin of meteoric streams has not been generally accepted. Comets and meteors, according to his theory, are derived from cosmical clouds existing in great numbers in stellar space. These nebulæ, in consequence of their own motion or that of the sun, are drawn towards the centre of our system. By the unequal influence of the sun's attraction on different parts, such clouds are transformed into currents of great length before reaching the limits of the planetary system. Shooting-stars, fire-balls, aerolites, and comets being all of the same nature, differing merely in size, sometimes fall towards the sun as parts of the same current.
Professor Schiaparelli's groundbreaking discovery of the connection between comets and meteors is now considered one of the established truths of astronomy. However, his theory about the origin of meteoric streams hasn't been widely accepted. According to his theory, comets and meteors come from cosmic clouds that exist in large numbers in space. These nebulas, due to their own movement or the sun's, are pulled toward the center of our solar system. The uneven effects of the sun's gravity on different parts cause these clouds to become long currents before reaching the boundaries of the planetary system. Shooting stars, fireballs, meteorites, and comets are all the same in nature, differing only in size, and sometimes they fall toward the sun as parts of the same current.
The views of Dr. Weiss, of Vienna, differ from those of Schiaparelli, in that he regards comets as the original bodies by whose disintegration meteor-streams are gradually formed.[26] "Cosmical clouds," he remarks, "undoubtedly appear in the universe, but only of such density that in most cases they possess sufficient coherence to withstand the destructive operation of the sun's attraction, not only up to the boundaries of our solar system, but even within it. Such cosmical clouds will always appear to us as comets when they pass near enough to the[Pg 86] earth to become visible. Approaching the sun, the comet undergoes great physical changes, which finally affect the stability of its structure: it can no longer hold together: parts of it take independent orbits around the sun, having great resemblance to the orbit of the parent comet. With periodical comets, this process is repeated at each successive approach to the sun. Gradually the products of disintegration are distributed along the comet's orbit, and if the earth's orbit cuts this, the phenomenon of shooting-stars is produced."
The views of Dr. Weiss from Vienna differ from those of Schiaparelli because he sees comets as the original bodies from which meteor streams are gradually formed. [26] "Cosmic clouds," he notes, "undoubtedly exist in the universe, but only at a density that allows them to maintain enough coherence to resist the sun's gravitational pull, not just at the edge of our solar system but even within it. These cosmic clouds will always look like comets when they come close enough to Earth to be visible. As a comet approaches the sun, it undergoes significant physical changes that ultimately affect its structural stability: it can't hold itself together anymore; parts of it start to orbit the sun independently, looking quite similar to the orbit of the original comet. For periodic comets, this process happens every time they get close to the sun. Over time, the breakdown products get spread out along the comet's orbit, and if Earth's orbit intersects with this, we see the phenomenon of shooting stars."
These views of the distinguished astronomer of Vienna are confirmed by the star-shower of November 27, 1872. That the orbits of the earth and Biela's comet intersect at the point passed by the former about the last of November, and that in 1845 the comet separated into two visible parts, has been stated in a previous chapter. The comet's non-appearance in December, 1865, and in September, 1872, was regarded by astronomers as presumptive evidence of its progressive dissolution. A meteoric shower, resulting from the earth's collision with the cometary débris, was accordingly expected about the 27th of November.
These observations by the renowned astronomer from Vienna are supported by the meteor shower on November 27, 1872. It's been noted in a previous chapter that the paths of the Earth and Biela's comet intersect at the position the Earth passes around the end of November, and that in 1845, the comet split into two visible parts. The comet's absence in December 1865 and September 1872 was seen by astronomers as strong evidence that it was gradually breaking apart. As a result, a meteor shower from the Earth's interaction with the comet's debris was anticipated around November 27.
The first indication of the approaching display appeared on the evening of November 24, when meteors in unusual numbers were observed by Professor Newton, at New Haven, Connecticut. On Wednesday evening, the 27th, from the close of twilight till 8 o'clock, a decided shower of shooting-stars was noticed in various parts of the United States. At Greencastle, Indiana, Professor Joseph Tingley counted 110 meteors in 40 minutes, and at[Pg 87] Princeton, in the same State, Mr. D. Eckley Hunter counted 70 in 80 minutes. The numbers seen at New Haven were considerably greater. The fact that the display commenced before daylight had entirely closed seemed to indicate that only the termination of the shower had been observed in this country. Accordingly the display was soon found to have been witnessed from 60° E. to 90° W. of Greenwich, or through 150° of longitude. In England the first bolide of the swarm was seen by M. M. Brinkley, at 3 o'clock, P.M., in full daylight. The meteors were most numerous in the southern part of the continent, particularly in Italy. At the Observatory of Breslau, according to M. Faye, 3000 were seen from 6h. 30m. to 7h. 50m. Dr. Heis reported that at Münster 2500 per hour were counted by two observers. At Naples, Signor Gasparis observed two meteors per second. At Turin, M. Denza, Director of the Observatory, reported 33,400 in 6h. 30m.; many of various and delicate colors, and followed by long and brilliant trains. At some points the numbers were so great that an accurate enumeration was wholly impossible. In short, the display was decidedly the most brilliant that has occurred since that of November 13, 1833.
The first sign of the upcoming meteor show appeared on the evening of November 24, when Professor Newton observed an unusual number of meteors in New Haven, Connecticut. On Wednesday evening, the 27th, from dusk until 8 o'clock, a noticeable shower of shooting stars was seen across various parts of the United States. In Greencastle, Indiana, Professor Joseph Tingley counted 110 meteors in 40 minutes, and at [Pg 87] Princeton, in the same state, Mr. D. Eckley Hunter counted 70 in 80 minutes. The number of meteors seen in New Haven was significantly higher. The fact that the display started before total darkness set in suggested that only the end of the shower had been observed in this country. It turned out that the display was seen from 60° E. to 90° W. of Greenwich, covering 150° of longitude. In England, the first meteor of the swarm was spotted by M. M. Brinkley at 3 o’clock, P.M., in full daylight. The meteors were most numerous in the southern part of the continent, especially in Italy. At the Observatory of Breslau, according to M. Faye, 3000 were observed from 6:30 to 7:50. Dr. Heis reported that in Münster, two observers counted 2500 per hour. In Naples, Signor Gasparis saw two meteors per second. At Turin, M. Denza, the Director of the Observatory, reported 33,400 in 6:30; many were of various delicate colors and followed by long, bright trails. In some places, the numbers were so high that accurate counting was impossible. In short, the display was definitely the brightest that has occurred since the one on November 13, 1833.
But some of the most interesting circumstances in connection with the phenomena of November 27, 1872, remain to be detailed. Astronomers without exception regarded the display as due to the earth's passage through the débris following in the path of Biela's comet. In accordance with this view Dr. Klinkerfues, of Gottingen, concluded that the comet itself, or rather its largest portion, ought to[Pg 88] be found in the region of the heavens nearly opposite to that from which the meteoroids appeared to radiate.[27] As this point in the southern hemisphere could not be observed in Europe, he conceived the happy idea of detecting the fugitive by means of the electric telegraph. The following was accordingly dispatched to Mr. Pogson, Director of the Government Observatory at Madras, in Southern India: "Biela touched earth on 27th; search near Theta Centauri." The first two mornings after the receipt of this dispatch were cloudy at Madras. On the third, however, the cometary fragment was found, and its motion accurately measured. The observer described it as circular and rather bright, with no traces of a tail. But one fragment could be detected. On the next morning, December 3, the comet was again observed. Its diameter had sensibly increased; it had a bright nucleus, and still presented a circular aspect. A faint tail was also noticed, equal in length to one-fourth of the moon's apparent diameter. The following mornings being again cloudy, no further observations could be obtained. This cometary mass will be in close proximity to the earth about the last of November, 1892. Another brilliant meteoric shower may therefore be expected at that epoch.
But some of the most interesting details about the events of November 27, 1872, still need to be mentioned. Astronomers universally believed that the display was caused by the Earth passing through the debris left behind by Biela's comet. Based on this idea, Dr. Klinkerfues from Gottingen figured that the comet itself, or at least its largest part, should be located in the area of the sky nearly opposite to where the meteoroids seemed to come from.[Pg 88] As this spot in the southern hemisphere couldn't be viewed from Europe, he came up with the clever idea of finding it using the electric telegraph. The following message was sent to Mr. Pogson, the Director of the Government Observatory in Madras, Southern India: "Biela touched earth on 27th; search near Theta Centauri." The first two mornings after receiving the message were cloudy in Madras. However, on the third morning, the comet fragment was discovered, and its motion was accurately measured. The observer described it as circular and fairly bright, with no signs of a tail. Only one fragment could be seen. The next morning, December 3, the comet was observed again. Its size had noticeably increased; it had a bright core and still looked circular. A faint tail was also seen, about a quarter of the moon's apparent diameter in length. The following mornings were once again cloudy, so no additional observations could be made. This cometary mass will be close to Earth around the end of November 1892. Therefore, another spectacular meteor shower can be expected at that time.
The Meteors of April 20.
The Meteor Shower on April 20.
Meteoric showers have occurred about the 20th of April in the following years:[Pg 89]
Meteor showers have taken place around April 20th in the following years:[Pg 89]
B.C. | 687 | |
15 | ||
A.D. | 582 | |
1093 | ||
1094 | ||
1095 | ||
1096 | ||
1122 | ||
1123 | ||
1803 |
The probability that these meteors are derived from a ring which intersects the earth's orbit, was first suggested by Arago in 1836. A comparison of dates led Herrick to designate 27 years as the probable period of the cluster. In the Astronomische Nachrichten, No. 1632, Dr. Weiss called attention to the fact that the orbit of the first comet of 1861 very nearly intersects that of the earth, in longitude 210°—the point passed by the latter at the epoch of the April meteoric shower. A relation between the meteors and the comet, indicating an approximate equality of periods, was thus suggested as probable. But the comet, according to Oppolzer, does not complete a revolution in less than 415 years. If, therefore, the meteoric period is nearly the same, the known dates of star-showers indicate a diffusion of meteoroids around one half of the orbit previous to the display of the year 15 B.C. No subsequent perturbation, then, of a particular part could sensibly effect the general orbit of the stream. The infrequency of the display renders, therefore, the hypothesis of a long period extremely improbable.
The chance that these meteors come from a ring that crosses the Earth's orbit was first suggested by Arago in 1836. A comparison of dates led Herrick to identify a 27-year cycle as the likely duration of the cluster. In the Astronomische Nachrichten, No. 1632, Dr. Weiss pointed out that the orbit of the first comet of 1861 nearly intersects that of the Earth at longitude 210°—the point the Earth reaches during the April meteor shower. This suggested a connection between the meteors and the comet, indicating that their cycles might be closely aligned. However, according to Oppolzer, the comet takes at least 415 years to complete one revolution. If the meteor cycle is about the same, the recorded dates of meteor showers imply a spread of meteoroids around half of the orbit prior to the meteor event in 15 B.C. Therefore, no subsequent disturbance of a specific part could significantly affect the overall orbit of the stream. The rarity of these displays makes the idea of a long period highly unlikely.
The entire interval between 687 B.C. and A.D. 1803[Pg 90] is 2490 years, or 92 periods of 27.0652 years; and the known dates are all satisfied by the following scheme:
The whole time span from 687 B.C. to A.D. 1803[Pg 90] is 2490 years, or 92 cycles of 27.0652 years; and all the known dates fit into this plan:
B.C. 687 to | B.C. 15 | ... 672 | years | = | 25 | periods of | 26.8800 y. | each. |
15 to | A.D. 582 | ... 597 | " | = | 22 | " | 27.1363 | " |
A.D. 582 to | 1095 | ... 513 | " | = | 19 | " | 27.0000 | " |
1095 to | 1122 | ... 27 | " | = | 1 | " | 27.0000 | " |
1122 to | 1803 | ... 681 | " | = | 25 | " | 27.2400 | " |
With a period of 27 years, the perihelion being interior to the earth's orbit, the aphelion distance of the meteors would be very nearly equal to the distance of Uranus. The next shower, if the assumed period be correct, ought to occur about 1884. It is worthy of remark that near the time of the last (hypothetical) return Mr. Du Chaillu witnessed the meteors of this epoch, in considerable numbers, in the interior of Africa.
With a 27-year cycle and the perihelion inside the Earth's orbit, the distance of the aphelion for the meteors would be almost the same as the distance to Uranus. If this estimated period is accurate, the next meteor shower should happen around 1884. It's interesting to note that around the time of the last (theoretical) return, Mr. Du Chaillu observed a significant number of meteors during this period in the interior of Africa.
The Meteors of December 12.
The December 12 Meteors.
Meteoric showers have occurred about the 12th of December in the following years:
Meteor showers have happened around December 12th in these years:
1. A.D. 901. "The whole hemisphere was filled with those meteors called falling-stars from midnight till morning, to the great surprise of the beholders in Egypt."
1. A.D. 901. "The entire hemisphere was filled with those meteors known as falling stars from midnight until morning, to the great surprise of the onlookers in Egypt."
2. In 930 a remarkable shower of falling stars was observed in China.
2. In 930, a remarkable meteor shower was observed in China.
3. Extraordinary meteoric phenomena were observed at Zurich at the same epoch in 1571.
3. Amazing meteor phenomena were seen in Zurich at the same time in 1571.
4. On the night of the 11th and 12th of December, 1833, a great number of shooting-stars were[Pg 91] seen at Parma. At the maximum as many as ten were visible at the same time.
4. On the night of December 11th and 12th, 1833, a large number of shooting stars were[Pg 91] observed in Parma. At peak times, as many as ten could be seen at once.
5. (Doubtful.) 1861, 1862, and 1863. Maximum probably in 1862. The meteors at this return were far from being comparable in numbers with the ancient displays. The shower, however, was distinctly observed. R. P. Greg, Esq., of Manchester, England, says the period of December 12, 1862, was "exceedingly well defined."
5. (Doubtful.) 1861, 1862, and 1863. The peak was likely in 1862. The meteors during this time were nowhere near as numerous as the ancient displays. However, the shower was clearly observed. R. P. Greg, Esq., from Manchester, England, mentioned that the period of December 12, 1862, was "very well defined."
These dates indicate a period of about 291⁄8 years. Thus:
These dates represent a time span of approximately 291⁄8 years. So:
901 to 930 | 1 period of 29.000 years. |
930 to 1571 | 22 periods of 29.136 " |
1571 to 1833 | 9 periods of 29.111 " |
1833 to 1862 | 1 period of 29.000 " |
Meteors of October 16-20.
October 16-20 meteors.
Meteoric showers were observed from the 16th to the 20th of October in the years 288, 1436, 1439, 1743, and 1798. These dates render it somewhat probable that the period is about 27½ years. Thus:
Meteor showers were seen from October 16th to 20th in the years 288, 1436, 1439, 1743, and 1798. This suggests that the interval is around 27½ years. So:
A.D. | 288 to 1439 | 42 | periods of | 27.405 | years each. |
1439 to 1743 | 11 | " | 27.636 | " " | |
1743 to 1798 | 2 | " | 27.500 | " " |
If these periods are correct, it is a remarkable coincidence that the aphelion distances of the meteoric rings of April 20, October 18, November 14, and December 12, as well as those of the comets 1866 I., and 1867 I., are all nearly equal to the mean distance of Uranus.
If these timeframes are accurate, it's a striking coincidence that the farthest distances of the meteor showers on April 20, October 18, November 14, and December 12, along with those of the comets 1866 I and 1867 I, are all almost the same as the average distance of Uranus.
The Meteors of April 30, May 1.
The Meteors of April 30, May 1.
Professor Schiaparelli, in his list of meteoric showers whose radiant points are derived from observations made in Italy during the years 1868, 1869, and 1870, describes one as occurring on April 30 and May 1; the radiant being in the Northern Crown. The same shower has also been recognized by R. P. Greg, F.R.S., of Manchester, England. This meteor-stream, it is now proposed to show, is probably derived from one much more conspicuous in ancient times.
Professor Schiaparelli, in his list of meteor showers whose radiant points come from observations made in Italy during the years 1868, 1869, and 1870, describes one happening on April 30 and May 1, with the radiant located in the Northern Crown. The same shower has also been noted by R. P. Greg, F.R.S., from Manchester, England. It is now suggested that this meteor stream likely comes from one that was much more prominent in ancient times.
In Quetelet's "Physique du Globe" we find meteoric displays of the following dates. In each case the corresponding day for 1870 is also given,[28] in order to exhibit the close agreement of the epochs:
In Quetelet's "Physique du Globe," we find meteor showers from the following dates. In each case, the corresponding day for 1870 is also provided,[28] to show the close alignment of the events:
1. A.D. | 401, | April | 9th; | corresponding to | April 29th, | for 1870. |
2. | 538, | " | 6th; | " | April 25th, | " |
3. | 839, | " | 17th; | " | May 1st, | " |
4. | 927, | " | 17th; | " | April 30th, | " |
5. | 934, | " | 18th; | " | May 1st, | " |
6. | 1009, | " | 16th; | " | April 28th, | " |
The epochs of 927 and 934 suggest as probable the short period of 7 years. It is found accordingly that the entire interval of 608 years—from 401 to 1009—is equal to 89 mean periods of 6.8315 years each. With this approximate value the six dates are all represented as follows:
The years 927 and 934 indicate a likely short span of 7 years. It turns out that the total time span of 608 years—from 401 to 1009—equals 89 average periods of 6.8315 years each. Using this approximate value, the six dates are represented as follows:
From A.D. 401 to | A.D. 538, | 20 | periods of | 6.85 | years. |
538 to | 839, | 44 | " | 6.84 | " |
839 to | 927, | 13 | " | 6.77 | " |
927 to | 934, | 1 | " | 7.00 | " |
934 to | 1009, | 11 | " | 6.82 | " |
[Pg 93]This period nearly corresponds to those of several comets whose aphelion distances are somewhat greater than the mean distance of Jupiter. So long as the cluster occupied but a small arc of the orbit the displays would evidently be separated by considerable intervals. The comparative paucity of meteors in modern times may be explained by the fact that the ring has been subject to frequent perturbations by Jupiter.
[Pg 93]This period is almost the same as that of several comets whose farthest distances from the sun are a bit greater than Jupiter's average distance. As long as the cluster occupied only a small part of the orbit, the displays would clearly occur at significant intervals. The relatively low number of meteors today can be explained by the frequent disturbances of the ring caused by Jupiter.
Groups in which the Meteoroids are sparsely scattered.
Groups where the meteoroids are thinly spread.
By the labors of Heis, Greg, Herschel, Schiaparelli, and others, the radiants of more than fifty sparsely strewn meteor-systems have been determined. Of these the following, which are well defined, seem worthy of special study:
By the work of Heis, Greg, Herschel, Schiaparelli, and others, the origins of more than fifty widely scattered meteor systems have been identified. Among these, the following, which are clearly defined, deserve special attention:
DATE. | POSITION OF RADIANT. | |
R. A. | N. Decl. | |
January 1-4 | 234° | 51° |
January 18 | 232° | 36° |
April 25 | 142° | 53° |
The orbits and periods, except in the few cases previously considered, are entirely unknown. Some of the observed clusters are probably the débris of ancient comets whose aphelia were in the vicinity of Jupiter's orbit.
The orbits and periods, except in the few cases mentioned earlier, are completely unknown. Some of the observed clusters are likely the debris of ancient comets whose farthest points were near Jupiter's orbit.
CHAPTER X.
THE ORIGIN OF COMETS AND METEORS.
The fact that comets and meteors, or at least a large proportion of such bodies, have entered the solar system from stellar space, is now admitted by all astronomers. The question, however, in regard to the origin and nature of these cosmical clouds still remains undecided. The theory that they consist of matter expelled with great velocity from the fixed stars appears to harmonize the greatest number of facts, and is accordingly entitled to respectful consideration. The evidence by which it is sustained may be briefly stated as follows:
The fact that comets and meteors, or at least a large portion of these bodies, have come into the solar system from outer space is now accepted by all astronomers. However, the question regarding the origin and nature of these cosmic clouds is still unresolved. The theory that they are made up of matter ejected at high speeds from the fixed stars seems to explain the most facts and deserves serious consideration. The evidence supporting this theory can be summarized as follows:
1. The observations of Zollner, Respighi, and others, have indicated the operation of stupendous eruptive forces beneath the solar surface. The rose-colored prominences, which Janssen and Lockyer have shown to be masses of incandescent hydrogen, are regarded by Professor Respighi as phenomena of eruption. "They are the seat of movements of which no terrestrial phenomenon can afford any idea; masses of matter, the volume of which is many hundred times greater than that of the earth, completely changing their position and form in the space of a few minutes." The nature of this eruptive force is not understood. We may assume, however, that it was in active operation[Pg 95] long before the sun had contracted to its present dimensions.
1. The observations by Zollner, Respighi, and others have shown that there are incredible eruptive forces operating beneath the surface of the sun. The pinkish prominences, which Janssen and Lockyer demonstrated to be large amounts of incandescent hydrogen, are seen by Professor Respighi as eruptive phenomena. "They are the source of movements that no earthly phenomenon can compare to; massive amounts of matter, several hundred times larger than the Earth, completely change their position and shape in just a few minutes." The exact nature of this eruptive force is still not understood. However, we can assume that it was actively at work[Pg 95] long before the sun reached its current size.
2. With an initial velocity of projection equal to 380 miles per second, the matter thrown off from the sun would be carried beyond the limits of the solar system, never to return. With velocities somewhat less, it would be transported to distances corresponding to those of the aphelia of the periodic comets.
2. With an initial launch speed of 380 miles per second, the material ejected from the sun would travel beyond the boundaries of the solar system, never coming back. At slightly lower speeds, it would reach distances similar to those of the aphelion of periodic comets.
3. On the 7th of September, 1871, Professor Young, of Dartmouth College,[29] witnessed an extraordinary explosion on the sun's surface. The observer, with his telescope, followed the expelled matter to an elevation of over 200,000 miles. The mean velocity between the altitudes of 100,000 and 200,000 miles was 166 miles per second. This rate of motion in vacuo would indicate an initial velocity of about 260 miles per second. But the sun is surrounded by an extensive atmosphere, whose resistance must have greatly retarded the velocity of the outrush before reaching the height of 100,000 miles. The original velocity of these hydrogen clouds was therefore sufficient, in all probability, to have carried them, if unresisted, beyond the solar domain. Solid or dense matter propelled with equal force would doubtless have been driven off never to return.[30]
3. On September 7, 1871, Professor Young of Dartmouth College,[29] witnessed an incredible explosion on the sun's surface. The observer, using his telescope, tracked the expelled material to a height of over 200,000 miles. The average speed between the heights of 100,000 and 200,000 miles was 166 miles per second. This speed in vacuo would suggest an initial velocity of about 260 miles per second. However, the sun is surrounded by a vast atmosphere, which must have significantly slowed down the speed of the outflow before it reached 100,000 miles. Therefore, the original speed of these hydrogen clouds was likely enough to have propelled them, if there was no resistance, beyond the solar boundary. Solid or dense materials pushed with the same force would almost certainly have been cast away never to return.[30]
4. This eruptive force, whatever be its nature, is probably common to the sun and the so-called fixed[Pg 96] stars. If so, the dispersed fragments of ejected matter ought to be found in the spaces intervening between sidereal systems. Accordingly, the phenomena of comets and meteors have demonstrated the existence of such matter, widely diffused, in the portions of space through which the solar system is moving.
4. This explosive energy, whatever its type, is likely similar for the sun and the so-called fixed[Pg 96] stars. If that's the case, the scattered pieces of ejected material should be found in the areas between star systems. As a result, the events involving comets and meteors have shown the presence of such material, widely spread out, in the regions of space that the solar system is moving through.
5. According to Mr. Sorby the microscopic structure of the aerolites he has examined points evidently to the fact that they have been at one time in a state of fusion from intense heat,—a fact in striking harmony with this theory of their origin.
5. According to Mr. Sorby, the microscopic structure of the aerolites he has examined clearly indicates that they were once in a state of melting due to extreme heat—a fact that aligns perfectly with his theory of their origin.
6. The velocity with which some meteoric bodies have entered the atmosphere has been greater than that which would have been acquired by simply falling toward the sun from any distance, however great. On the theory of their sidereal origin, this excess of velocity has been dependent on the primitive force of expulsion. The shower of aerolites which fell at Pultusk, Poland, on the 30th of January, 1868,[31] is not only a remarkable illustration of the fact here stated, but also of another which may be accounted for by the same theory, viz.: that meteoric bodies sometimes enter the solar system in groups or clusters.
6. The speed at which some meteorites have entered the atmosphere has been faster than what would be expected from simply falling toward the sun from any distance, no matter how far. According to the theory of their distant origin, this extra speed is due to the initial force of ejection. The meteor shower that fell in Pultusk, Poland, on January 30, 1868,[31] is not only a striking example of this fact but also demonstrates another aspect that can be explained by the same theory: that meteorites sometimes enter the solar system in groups or clusters.
7. A striking argument in favor of this theory may be derived from the researches of the late Professor Graham, considered in connection with those of Dr. Huggins and other eminent spectroscopists. Professor Graham found large quantities of hydrogen confined in the pores or cavities of certain meteoric[Pg 97] masses. Now, the spectroscope has shown that the sun's rose-colored prominences consist of immense volumes of incandescent hydrogen; that the same element exists in great abundance in many of the fixed stars, and even in certain nebulæ; and that the star in the Northern Crown, whose sudden outburst in 1866 so astonished the scientific world, afforded decided indications of its presence.
7. A compelling argument for this theory comes from the research of the late Professor Graham, especially when looked at alongside the work of Dr. Huggins and other respected spectroscopists. Professor Graham discovered large amounts of hydrogen trapped in the pores or cavities of certain meteoric[Pg 97] masses. The spectroscope has shown that the sun's pink prominences are made up of vast quantities of glowing hydrogen; that this element is found in abundance in many of the fixed stars, and even in some nebulae; and that the star in the Northern Crown, which caused a sensation in the scientific community with its sudden explosion in 1866, provided clear signs of its presence.
THE END.
FOOTNOTES
[1] Meteoric Astronomy.
__A_TAG_PLACEHOLDER_0__ Meteor Astronomy.
[2] Hind.
__A_TAG_PLACEHOLDER_0__ Hind.
[3] The Chinese, however, as appears from Biot's researches, had observed the same fact 700 years earlier. See Humboldt's Cosmos, vol. iv. (Bohn's ed.), p. 544.
[3] The Chinese, as shown by Biot's studies, had noticed the same fact 700 years earlier. See Humboldt's Cosmos, vol. iv. (Bohn's ed.), p. 544.
[5] The average number.
The average number.
[7] Dr. Lardner.
__A_TAG_PLACEHOLDER_0__ Dr. Lardner.
[8] The tail of the first comet of 1865 (observed in the Southern Hemisphere) attained the unprecedented length of 150°.—M. N. R. A. S., vol. xxv., p. 220.
[8] The tail of the first comet of 1865 (seen in the Southern Hemisphere) reached an unprecedented length of 150°.—M. N. R. A. S., vol. xxv., p. 220.
[10] Halley's comet in aphelio is too remote from the plane of the ecliptic to be much disturbed by Neptune. Has the original position of the orbit been changed by Jupiter's influence?
[10] Halley's comet in aphelio is too far from the plane of the ecliptic to be significantly affected by Neptune. Has Jupiter's influence altered the original position of the orbit?
[11] Danville Quarterly Review, December, 1861.
[14] Chambers' "Descr. Astr.," p. 374.
[15] Ibid., p. 383.
Ibid., p. 383.
[16] Ibid., p. 388.
__A_TAG_PLACEHOLDER_0__ Ibid., p. 388.
[18] "Cometographia," p. 417.
__A_TAG_PLACEHOLDER_0__ "Cometography," p. 417.
[22] The first indication of the approaching shower was the appearance of meteors in unusual numbers at Malta, on the 13th of November, 1864. In 1865, as observed at Greenwich and other stations, they were still more numerous.
[22] The first sign of the upcoming shower was the sighting of meteors in high numbers over Malta on November 13th, 1864. In 1865, they were seen in even greater numbers at Greenwich and other locations.
[23] See page 30.
[31] See Chapter VII.
See Chapter 7.
BY THE AUTHOR OF THIS VOLUME.
BY THE AUTHOR OF THIS BOOK.
METEORIC ASTRONOMY:
Meteor Astronomy:
A TREATISE ON
A Guide To
SHOOTING STARS, FIRE BALLS,
AND AEROLITES.
Shooting stars, fireballs,
and meteoroids.
By DANIEL KIRKWOOD, LL.D.
By DANIEL KIRKWOOD, LL.D.
12mo. Extra Cloth. $1.50.
12 months. Extra Cloth. $1.50.
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J. B. LIPPINCOTT & CO., Publishers,
715 and 717 Market St., Philadelphia.
J. B. LIPPINCOTT & CO., Publishers,
715 and 717 Market St., Philadelphia.
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