The distribution of standing waves in an unbounded one-dimensional crystal is considered in a linear approximation on the basis of Vlasov's equation. Particular attention is paid to a crystal existing under conditions approaching those of crystallization. A method is developed for the step-by-step determination of the distribution function. A relationship is derived between the frequency of the wave and the wave vector, and the particular case of Bragg reflection is considered.
Department of Theoretical Physics
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