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Goal of this study is to present an novel time domain approach for the analysis of waveforms which can be excited by a pulse signal in a rectangular cavity filled with a plasma and bounded by perfect electric conductor surfaces. Maxwell’s equations with time-derivative supplemented with initial conditions have been solved under the principle of causality. Dynamic version of the Ohm’s law for plasma was involved in the system of Maxwell’s equations as the constitutive relation between the plasma current vector and the electric field. Solutions for the electric field, magnetic field, and the plasma current have been obtained explicitly in the form of convolution integrals.

PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ