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Articles

Electromagnetic Inhomogeneous Pulses

Pages 959-969 | Published online: 03 Apr 2012
 

Abstract

The electromagnetic inhomogeneous pulses are solutions of the wave equation with boundary data on a wave front. They propagate without distortion but their energy is infinite, at least for the most interesting of them. This suggests looking for approximate pulses with finite energy and with a distortion as small as possible. It is shown that this result can be obtained with boundary data given in a moving plane.

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