In popular talk, “mass” and “energy” do not mean at all the same thing.
We associate “mass” with the idea of a fat man in a chair, very slow to
move, while “energy” suggests a thin person full of hustle and “pep.”
Popular talk associates “mass” and “inertia,” but its view of inertia
is one-sided: it includes slowness in beginning to move, but not
slowness in stopping, which is equally involved. All these terms have
technical meanings in physics, which are only more or less analogous
to the meanings of the terms in popular talk. For the present, we are
concerned with the technical meaning of “energy.”
Throughout the latter half of the nineteenth century, a great deal was
made of the “conservation of energy,” or the “persistence of force,”
as Herbert Spencer preferred to call it. This principle was not easy
to state in a simple way, because of the different forms of energy;
but the essential point was that energy is never created or destroyed,
though it can be transformed from one kind into another. The principle
acquired its position through Joule’s discovery of “the mechanical
equivalent of heat,” which showed that there was a constant proportion
between the work required to produce a given amount of heat and the
work required to raise a given weight through a given height: in fact,
the same sort of work could be utilized for either purpose according to
the mechanism. When heat was found to consist in motion of molecules,
it was seen to be natural that it should be analogous to other forms of
energy. Broadly speaking, by the help of a certain amount of theory,
all forms of energy were reduced to two, which were called respectively
“kinetic” and “potential.” These were defined as follows:
The kinetic energy of a particle is half the mass multiplied by the
square of the velocity. The kinetic energy of a number of particles is
the sum of the kinetic energies of the separate particles.
Public-domain text, read in full here on John Shaqi.
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