The logic of modern physicsBridgman, P. W. (Percy Williams)
Philosophy
The logic of modern physics
Bridgman, P. W. (Percy Williams)
Physics -- Philosophy
applies to the spring balance itself by which the force is applied, so
that a correction has to be applied for a diminution of the force
exerted by the balance arising from its own acceleration.
We now extend the scope of our measurements by bringing our laboratory
into the gravitational field of the earth, and immediately our
experience is extended, in that we continually see bodies accelerated
with no spring balance (that is, no force) acting on them. We extend the
concept of force, and say that any body accelerated is acted on by a
force, and the magnitude of this force is defined as that which would
have been necessary to produce in the same body the same acceleration
with a spring balance in empty space. There is physical justification
for this extension in that we find we can remove the acceleration which
a body acquires in a gravitational field by exerting on it with a spring
balance a force of exactly the specified amount in the opposite
direction. This extended idea of force may also be applied to systems in
which there are electrical actions.
We thus see that in extending the notion of force from bodies in rest to
bodies in motion, the character of the concept has changed, because the
operations by which force is measured change--the force acting on a body
is now measured in terms of its acceleration. But in determining the
force from the acceleration, we have to know the mass. This mass has to
be independently measured with the original concept of force; otherwise
we have no basis for such simple statements as that the force of gravity
on a body is proportional to its mass. All this applies to the ordinary
range of experiments with low velocities. If now we extend the range of
measurements, we find phenomena which we had not expected; for example,
there seem to be difficulties in the way of indefinitely increasing the
velocity of a material body, as of a charged atom. We begin to ask
searching questions: is the force of gravity independent of velocity at
high velocities, or is the mass independent of velocity under the same
conditions or independent of the gravitational field, etc.?
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