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For a single charge q the rate of doing work by external electromagnetic fields E
and B is qu , E, where v is the velocity of the charge. The magnetic field does no
work, since the magnetic force is perpendicular to the velocity. If there exists a ...
0 (11.112) w 11.10 Transformation of the Electromagnetic Fields Since the fields
E and B are elements of the field-strength tensor F., their transformation
properties can be found from Fiv = a,zav, Fa, (11.113) With transformation (11.75)
from a ...
In Chapter 11 the special theory of relativity was developed with particular
emphasis on the electromagnetic fields and the covariance of the equations of
electrodynamics. Only in Section 11.11 was there a mention of the mechanical
origin of ...
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Introduction to Electrostatics
BoundaryValue Problems in Electrostatics I
References and suggested reading
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