NEWTON.

The year in which Galileo died, was that in which Isaac Newton was

born. This eminent individual, who was destined to establish the truth

of the discoveries of his illustrious predecessors, Copernicus and

Galileo, was born on the 25th of December 1642, at Coltersworth, in

Lincolnshire, where his father cultivated his own moderate paternal

property. After receiving the rudiments of education, under the

superintendence of his mother, he was sent, at the age of twelve, to

the grammar school at Grantham, where the bias of his early genius was

shown by a skill in mechanical contrivances, which excited no small

admiration. Whilst other boys were at play, his leisure hours were

employed in forming working models of mills and machinery; he

constructed a water-clock from an old box, which had an index moved by

a piece of wood sinking as the drops fell from the bottom, and a

regular dial-plate to indicate the hours.

On his removal from school, it was intended that he should follow the

profession of a farmer, but his utter unfitness for the laborious

toils of such a life was soon manifested. He was frequently found

reading under a tree when he should have been inspecting cattle, or

superintending laborers; and when he was sent to dispose of farming

produce at Grantham market he was occupied in solving mathematical

problems in a garret or hay-loft, whilst the business was transacted

by an old servant who had accompanied him to town. These strong

indications of the bias of his disposition were not neglected by his

anxious mother; she sent him again for a few months to school, and on

the 5th of June 1660, he was admitted a student of Trinity College,

Cambridge.

The combination of industry and talents, with an amiable disposition

and unassuming manners, naturally attracted the notice of his tutors,

and the friendship of his admiring companions; amongst these was Isaac

Barrow, afterwards justly celebrated as a preacher and a

mathematician. Saunderson’s Logic, Kepler’s Optics, and the Arithmetic

of Infinites by Wallis, were the books first studied by Newton at

Cambridge. He read the geometry of Descartes diligently, and looked

into the subject of judicial astrology, which then engaged some

attention. He read little of Euclid, and is said to have regretted, in

a subsequent part of his life, that he had not studied the old

mathematician more deeply.

The attention of Newton, while he was pursuing his studies at

Cambridge, was attracted to a branch of natural philosophy hitherto

little understood――namely, light. It was the opinion of the celebrated

philosopher Descartes that light is caused by a certain motion or

undulation of a very thin elastic medium, which he supposed pervaded

space. Newton overturned this theory. Taking a piece of glass with

angular sides, called a prism, he caused the sun to shine upon it

through a small hole in the shutter of a darkened apartment. By this

experiment he found that the light, in passing through the glass, was

so refracted or broken, as to exhibit on the wall an image of seven

different tints or colors; and after varying his experiments in a most

ingenious way, he established the very interesting facts, that light

is composed of rays resoluble into particles, that every ray of white

light consists of three primary and differently colored rays (red,

yellow, and blue), each of which three is more or less refrangible

than the other. This remarkable discovery laid the foundation of the

science of optics.

In 1665, the students of the university of Cambridge were suddenly

dispersed by the breaking out of a pestilential disorder in the place.

Newton retired for safety to his paternal estate: and though he lost

for a time the advantages of public libraries and literary

conversation, he rendered the years of his retreat a memorable era in

his own existence, and in the history of science, by another of his

great discoveries――that of the theory of gravitation, or the tendency

of bodies towards the center of our globe. One day, while sitting in

his garden, he happened to see an apple fall from a tree, and

immediately began to consider the general laws which must regulate all

falling bodies. Resuming the subject afterwards, he found that the

same cause which made the apple fall to the ground, retained the moon

and planets in their orbits, and regulated, with a simplicity and

power truly wonderful, the motions of all the heavenly bodies. In this

manner was discovered the principle of gravitation, by a knowledge of

which the science of astronomy is rendered comparatively perfect.

On his return to Cambridge in 1667, he was elected Fellow of Trinity

College; and two years afterwards, he was appointed professor of

mathematics in the place of his friend Dr. Barrow, who resigned. His

great discoveries in the science of optics formed for some time the

principal subject of his lectures, and his new theory of light and

colors was explained, with a clearness arising from perfect knowledge,

to the satisfaction of a crowded and admiring audience. He was elected

a Fellow of the Royal Society in 1671, and is reputed to have been

compelled to apply for a dispensation from the usual payment of one

shilling weekly, which is contributed by each member towards the

expenses. He had at this period of life no income except what he

derived from his college and professorship, the produce of his estate

being absorbed in supporting his mother and her family. His personal

wishes were so moderate, that he never could regret the want of money,

except as much as it limited his purchases of books and scientific

instruments, and restricted his power of relieving the distresses of

others. About the year 1683, he composed his great work, _The

Principia_, or _Mathematical Principles of Natural Philosophy_. In

1688, the memorable year of the Revolution, he was chosen to represent

the university in parliament, and the honor thus conferred on him was

repeated in 1701. His great merit at last attracted the notice of

those who had it in their power to bestow substantial rewards, and he

was appointed warden of the Mint, an office for which his patient and

accurate investigations singularly fitted him, and which he held with

general approbation till his death. Honors and emoluments at last

flowed upon him. Leibnitz, having felt envious of the discoveries of

Newton, tried to revenge himself by transmitting a problem, which he

thought would show his superiority, by baffling the skill of the

English mathematician. It was received by Newton in the evening, after

his usual day’s labor at the Mint, and he solved it before he retired

to rest. After this there was no further attempt made to traduce his

fame. In 1705 he received the honor of knighthood from Queen Anne.

Newton’s benevolence of disposition led him to perform all the minor

duties of social life with great exactness; he paid and received

frequent visits; he assumed no superiority in his conversation; he was

candid, cheerful, and affable: his society was therefore much sought,

and he submitted to intrusions on his valuable time without a murmur;

but by early rising, and by a methodical distribution of his hours he

found leisure to study and compose, and every moment which he could

command, he passed with a pen in his hand and a book before him. He

was generous and charitable――one of his maxims being, _that those who

gave nothing before death, never, in fact, gave at all_. His wonderful

faculties were very little impaired, even in extreme old age; and his

cheerful disposition, combined with temperance and a constitution

naturally sound, preserved him from the usual infirmities of life. He

was of middle size, with a figure inclining to plumpness; his eyes

were animated, piercing, and intelligent; the general expression of

his countenance was full of life and kindness; his sight was preserved

to the last; and his hair in the decline of his days was white as

snow. The severe trial of bodily suffering was reserved for the last

stage of his existence, and he supported it with characteristic

resignation. On the 20th of March 1727, he expired at the advanced age

of eighty-four years.

The character of Newton cannot be delineated and discussed like that

of ordinary men; it is so beautiful, that the biographer dwells upon

it with delight, and the inquiry, by what means he attained an

undisputed superiority over his fellow-creatures, must be both

interesting and useful. Newton was endowed with talents of the highest

order; but those who are less eminently gifted, may study his life

with advantage, and derive instruction from every part of his career.

With a power of intellect almost divine, he demonstrated the motions

of the planets, the orbits of the comets, and the cause of the tides

of the ocean; he investigated with complete success, the properties of

light and colors, which no man before had even suspected; he was the

diligent, sagacious, and faithful interpreter of nature, while his

researches all tended to illustrate the power, wisdom, and goodness of

the Creator. Notwithstanding, also, his reach of understanding and

knowledge, his modesty was such, that he thought nothing of his own

acquirements; and he left behind him the celebrated saying, ‘that he

appeared to himself as only a child picking up pebbles from the shore,

while the great ocean of truth lay unexplored before him.’

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