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The subject of the analysis is the quasi-stationary electromagnetic field near to the conductive wall subjected to arbitrary induction (electromagnetic waves; fields generated by currents flowing in conductors etc.). Solutions of Maxwell's equations in spectral Fourier's space we get in explicit analytic form; in a physical space calculation of field distribution, reduced to the calculation of integrals. The general formula of electric charge distribution on conductive surface is shown. Several examples illustrate the dependence of the charge on field frequency.
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