James Clerk Maxwell and Modern PhysicsGlazebrook, Richard
History
James Clerk Maxwell and Modern Physics
Glazebrook, Richard
Maxwell, James Clerk, 1831-1879; Physics -- History
[51] Owing to an error of calculation the actual value obtained by
Maxwell from these observations for the coefficient of viscosity is too
great. More recent observers have found lower values than those given
by him; the difference is thus explained.
[52] Studien über das Gleichgewicht der lebendigen Kraft zwischen
bewegten materiellen Punkten Sitz d. k. Akad Wien, Band LVIII., 1868.
[53] Another supposition which might be made, and which is necessary
in order to explain various actions observed in a compound gas under
electric force, is that the parts of which a molecule is composed are
continually changing. Thus a molecule of steam consists of two parts of
hydrogen, one of oxygen, but a given molecule of oxygen is not always
combined with the same two molecules of hydrogen; the particles are
continually changed. In Maxwell’s paper an hypothesis of this kind is
not dealt with.
[54] _Nature_, vol. 1., p. 152 (December 13th, 1894).
[55] See papers by Mr. Capstick, _Phil. Trans._, vols. 185–186.
[56] _Nature_, vol. x.
[57] An historical account of the development of the science of
electricity will be found in the article “Electricity” in the
_Encyclopædia Britannica_, ninth edition, by Professor Chrystal.
[58] Thomson (Lord Kelvin), “Papers on Electrostatics and Magnetism,”
p. 15.
[59] J. J. Thomson, B.A., Report, 1885, pp. 109, 113, Report on
Electrical Theories.
[60] Papers on “Electrostatics,” etc., p. 26.
[61] It is difficult to explain without analysis exactly what is
measured by Maxwell’s Vector Potential. Its rate of change at any
point of space measures the electromotive force at that point, so far
as it is due to variations of the electric current in neighbouring
conductors; the magnetic induction depends on the first differential
coefficients of the components of the electro-tonic state; the
electric current is related to their second differential coefficients
in the same manner as the density of attracting matter is related
to the potential it produces. In language which is now frequently
used in mathematical physics, the electromotive force at a point
due to magnetic induction is proportioned to the rate of change of
the Vector Potential, the magnetic induction depends on the “curl”
of the Vector Potential, while the electric current is measured by
the “concentration” of the Vector Potential. From a knowledge of the
Vector Potential these other quantities can be obtained by processes of
differentiation.
[62] The 4 π is introduced because of the system of units usually
employed to measure electrical quantities. If we adopted Mr. Oliver
Heaviside’s “rational units,” it would disappear, as it does in (B).
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