History of the inductive sciences, from the earliest to the present timeWhewell, William
History
History of the inductive sciences, from the earliest to the present time
Whewell, William
Science -- History
WE enter now upon a new region of the human mind. In passing from
Astronomy to Mechanics we make a transition from the _formal_ to the
_physical_ sciences;--from time and space to force and matter;--from
_phenomena_ to _causes_. Hitherto we have been concerned only with
the paths and orbits, the periods and cycles, the angles and
distances, of the objects to which our sciences applied, namely, the
heavenly bodies. How these motions are produced;--by what agencies,
impulses, powers, they are determined to be what they are;--of what
nature are the objects themselves;--are speculations which we have
hitherto not dwelt upon. The history of such speculations now comes
before us; but, in the first place, we must consider the history of
speculations concerning motion in general, terrestrial as well as
celestial. We must first attend to Mechanics, and afterwards return
to Physical Astronomy.
In the same way in which the development of Pure Mathematics, which
began with the Greeks, was a necessary condition of the progress of
Formal Astronomy, the creation of the science of Mechanics now
became necessary to the formation and progress of Physical
Astronomy. Geometry and Mechanics were studied for their own sakes;
but they also supplied ideas, language, and reasoning to other
sciences. If the Greeks had not cultivated Conic Sections, Kepler
could not have superseded Ptolemy; if the Greeks had cultivated
Dynamics,[1\6] Kepler might have anticipated Newton. {312}
[Note 1\6: _Dynamics_ is the science which treats of the Motions of
Bodies; _Statics_ is the science which treats of the Pressure of
Bodies which are in equilibrium, and therefore at rest.]
CHAPTER I.
PRELUDE TO THE EPOCH OF GALILEO.
_Sect._ 1.--_Prelude to the Science of Statics._
SOME steps in the science of Motion, or rather in the science of
Equilibrium, had been made by the ancients, as we have seen.
Archimedes established satisfactorily the doctrine of the Lever,
some important properties of the Centre of Gravity, and the
fundamental proposition of Hydrostatics. But this beginning led to
no permanent progress. Whether the distinction between the
principles of the doctrine of Equilibrium and of Motion was clearly
seen by Archimedes, we do not know; but it never was caught hold of
by any of the other writers of antiquity, or by those of the
Stationary Period. What was still worse, the point which Archimedes
had won was not steadily maintained.
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