One-Dimensional Time-Dependent Waves in an Electromagnetoelastic Half-Space or in a Layer

摘要

Currently, the methods of solution of time-indepen_dent bound dynamic problems of electromagnetic elas_ticity are the most developed. To take into account the time-dependence of such processes, we will use the lin_earized variant of the equations of motion of a homoge_neous isotropic electromagnetically elastic medium with no allowance made for piezoelectric effects [1, 2]. Let us show the general approach to the solution of this class of problems by the example of one-dimensional processes in the half-plane z > 0 or in the layer 0 < z < h, where z is the Cartesian coordinate.