  We show that in the case of a uniformly accelerated charge, in its
instantaneous rest frame, there is only a radial electric field as the
acceleration fields strangely get cancelled at all distances by a transverse
term of the velocity fields. Consequently, no electromagnetic radiation will be
detected by any observer from a uniformly accelerated charge, even in the
far-off zone. This is in contradiction with Larmor's formula, according to
which a uniformly accelerated charge would radiate power at a constant rate,
which is proportional to the square of the acceleration. On the other hand, the
absence of radiation from such a charge is in concurrence with the strong
principle of equivalence, where a uniformly accelerated charge is equivalent to
a charge permanently stationary in a gravitational field, and such a completely
time-static system could not be radiating power at all.
