KEPLER.

Cotemporary with Tycho Brahé and Galileo, and to some extent the

associate and successor of the former, was John Kepler, one of the

most eminent astronomers who have appeared in any age, and to whom the

science is indebted for much of its present perfection. He was born

December 27, 1571, at Wiel in Wurtemberg, and was descended of a noble

but reduced family. His father, originally an officer of distinction

in the army of Wurtemberg, was, at the time of young Kepler’s birth,

in the humble capacity of a small inn-keeper; and thus, as is too

often the case with genius, our philosopher had to struggle into fame

through poverty and the vicissitudes of his father’s fortune. Poor,

unbefriended, of a weakly constitution, and one of the most diminutive

of children, Kepler received the rudiments of knowledge at the

Monastic school of Maulbrunn, where he gave early indications of

talent, and of that irrepressible spirit which, amid the severest

obstructions, was never diverted from the main object of its pursuit.

After his father’s death, which took place in his eighteenth year, he

left Maulbrunn, and succeeded in entering the college of Tubingen.

Here he completed the course of study then prescribed――first

philosophy and mathematics, and then theology; taking the degree of

Bachelor in the year 1588, and that of Master of Philosophy in the

year 1591. Of apt inquiring powers as a divine, and of more than

average eloquence as a preacher, Kepler could now have readily

succeeded in the church; but mathematics and the exact sciences were

his favorite themes; and it may be fairly questioned if ever he turned

a single thought to the clerical profession, beyond what the

curriculum of the university compelled. In 1593-4, his reputation as a

geometrician had so increased, that he was invited to fill the

mathematical chair in the university of Gratz, in Styria. Here he

pursued his astronomical studies with the most commendable zeal,

devoting himself especially to the investigation of the physical

causes of the motion of the celestial bodies.

Shortly after his installment, he married a lady descended from a

noble family, and was beginning to enjoy that domestic happiness and

studious quiet so congenial to his wishes, when persecution on account

of his religion compelled him to leave Gratz, to which, however, he

was afterwards recalled by the states of Styria. Meanwhile Tycho

Brahé, who had come to Germany, and was comfortably settled under the

munificent patronage of Rodolphus, fixed upon Kepler as a suitable

assistant, and soon induced him, by urgent letters and flattering

promises, to accept of the situation. Compelled in a great measure by

the unsettled state of affairs in Austria, Kepler speedily repaired to

Prague, and applied himself, in conjunction with Tycho, to the

completion of the Rodolphine Tables, which were first published at Ulm

in 1626. At Tycho’s recommendation, he was established at that place;

but as his office and science did not afford him a subsistence, he

studied medicine, in order to gain a livelihood by its practice. The

emperor had assigned him a salary, but in the period of trouble which

preceded the Thirty Years’ War, it was not paid. Even when he was

appointed imperial mathematician by Matthias, Rodolphus’ successor,

his hopes of recovering his arrears were disappointed. Fresh

controversies with the clergy, and the disturbed state of the country,

made his situation very uncomfortable: he therefore left Lintz,

repaired to Ratisbon, declined an invitation to England, was confirmed

by the succeeding emperor, Ferdinand, in the office of imperial

methematician, and afterwards went to Ulm to superintend the printing

of the Rodolphine Tables. In 1627 he returned to Prague, and received

from the emperor six thousand guilders. He finally became a professor

at Rostock, on the recommendation of Albert, duke of Wallenstein, but

did not receive the promised compensation. In 1630 he went, by

permission of the emperor, to Ratisbon, to claim payment of the

arrears of his pension; but he was there seized with a violent fever,

supposed to have been brought upon him by too hard riding; and to this

he fell a victim in the month of November, in the fifty-ninth year of

his age. In 1808, a monument, consisting of a Doric temple enshrining

his bust, was erected to his memory in Ratisbon by Charles Theodore

Von Dalberg.

Kepler is represented by his biographers as a man of small stature,

thin, of a weak constitution, and defective sight; but of somewhat gay

and sportive manners. He was attached to his science with the most

fervent enthusiasm; he sought after truth with eagerness, but forgot,

in the search, the maxims of worldly prudence. To him were allotted

but a scanty share of what are commonly esteemed the pleasures of

life; but he endured all calamities with firmness, being consoled by

the higher enjoyments which science never fails to impart to her true

and cordial votaries. ‘As an astronomer,’ says Lalande, ‘he is as

famous in astronomy for the sagacious application which he made of

Tycho’s numerous observations (for he was not himself an observer), as

the Danish philosopher for the collection of such vast materials.’ To

him, says another authority, the world is indebted for the discovery

of the true figure of the planetary orbits, and the proportions of the

motions of the solar system. Like the disciples of Pythagoras and

Plato, Kepler was seized with a peculiar passion for finding analogies

and harmonies in nature; and though this led him to the adoption of

strange and ridiculous conceits, we shall readily be disposed to

overlook these, when we reflect they were the means of leading him to

the most important discoveries. He was the first who discovered that

astronomers had been mistaken in ascribing circular orbits and uniform

motions to the planets, since each of them moves in an ellipse, having

one of its foci in the sun; and after a variety of fruitless efforts,

he, on the 15th of May 1618, made his splendid discovery, that the

squares of the periodic times of the planets are always in the same

portion as the cubes of their mean distances from the sun. The

sagacity of this wonderful man, and his incessant application to the

study of the planetary motions, pointed out to him some of the genuine

principles from which these motions originate. He considered gravity

as a power that is mutual between bodies; that the earth and moon tend

toward each other, and would meet in a point so many times nearer to

the earth than to the moon as the earth is greater than the moon, if

their motions did not prevent it. His opinion of the tides was, that

they arise from the gravitation of the waters towards the moon; but

his notions of the laws of motion not being accurate, he could not

turn his conceptions to the best advantage. The prediction he uttered

at the end of his epitome of astronomy, has been long since verified

by the discoveries of Sir Isaac Newton; namely, that the determination

of the true laws of gravity was reserved for the succeeding age, when

the Author of Nature would be pleased to reveal these mysteries.

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