Classical Electrodynamics |
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Page 25
(b) Sketch the energy density of the electrostatic field in each case as a function
of the appropriate linear coordinate. Calculate the attractive force between
conductors in the parallel plate capacitor (Problem 1.5a) and the parallel cylinder
...
(b) Sketch the energy density of the electrostatic field in each case as a function
of the appropriate linear coordinate. Calculate the attractive force between
conductors in the parallel plate capacitor (Problem 1.5a) and the parallel cylinder
...
Page 176
The magnetic equivalent of (4.86) where the electrostatic energy is expressed in
terms of charge density and potential, can be obtained from (6.12) by assuming a
linear relation between J and A. Then we find the magnetic energy to be = + ...
The magnetic equivalent of (4.86) where the electrostatic energy is expressed in
terms of charge density and potential, can be obtained from (6.12) by assuming a
linear relation between J and A. Then we find the magnetic energy to be = + ...
Page
... 463 Multipole, electrostatic, 98 electrostatic, expansion of interaction energy in,
101 electrostatic, expansion of potential in, 98 electrostatic, rectangular, 100
magnetostatic, 145 radiating, near, induction, and radiation zones, 270 time-
varying ...
... 463 Multipole, electrostatic, 98 electrostatic, expansion of interaction energy in,
101 electrostatic, expansion of potential in, 98 electrostatic, rectangular, 100
magnetostatic, 145 radiating, near, induction, and radiation zones, 270 time-
varying ...
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Contents
Introduction to Electrostatics | 1 |
Nš 3 | 3 |
Greens theorem | 14 |
Copyright | |
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