On the Connexion of the Physical SciencesSomerville, Mary
Science
On the Connexion of the Physical Sciences
Somerville, Mary
Physical sciences; Science
The heavens afford the most sublime subject of study which can be
derived from science. The magnitude and splendour of the objects, the
inconceivable rapidity with which they move, and the enormous distances
between them, impress the mind with some notion of the energy that
maintains them in their motions, with a durability to which we can see
no limit. Equally conspicuous is the goodness of the great First Cause,
in having endowed man with faculties, by which he can not only
appreciate the magnificence of His works, but trace, with precision, the
operation of His laws, use the globe he inhabits as a base wherewith to
measure the magnitude and distance of the sun and planets, and make the
diameter (Note 1) of the earth’s orbit the first step of a scale by
which he may ascend to the starry firmament. Such pursuits, while they
ennoble the mind, at the same time inculcate humility, by showing that
there is a barrier which no energy, mental or physical, can ever enable
us to pass: that, however profoundly we may penetrate the depths of
space, there still remain innumerable systems, compared with which,
those apparently so vast must dwindle into insignificance, or even
become invisible; and that not only man, but the globe he inhabits—nay,
the whole system of which it forms so small a part—might be annihilated,
and its extinction be unperceived in the immensity of creation.
A complete acquaintance with physical astronomy can be attained by those
only who are well versed in the higher branches of mathematical and
mechanical science (N. 2), and they alone can appreciate the extreme
beauty of the results, and of the means by which these results are
obtained. It is nevertheless true, that a sufficient skill in analysis
(N. 3) to follow the general outline—to see the mutual dependence of the
different parts of the system, and to comprehend by what means the most
extraordinary conclusions have been arrived at,—is within the reach of
many who shrink from the task, appalled by difficulties, not more
formidable than those incident to the study of the elements of every
branch of knowledge. There is a wide distinction between the degree of
mathematical acquirement necessary for making discoveries, and that
which is requisite for understanding what others have done.
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