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Title:		Stability of the isotropy of a random electromagnetic-wave field during stimulated scattering
Authors:		ZELDOVICH, IA. V.; SIUNIAEV, R. A.
Affiliation:		AB(Akademiia Nauk SSSR, Institut Kosmicheskikh Issledovanii, Moscow, USSR)
Journal:		(Zhurnal Eksperimental'noi i Teoreticheskoi Fiziki, vol. 68, Mar. 1975, p. 786-790.) Soviet Physics - JETP, vol. 41, no. 3, 1976, p. 391-393. Translation.
Publication Date:		00/1976
Category:		Nuclear and High-Energy Physics
Origin:		STI
NASA/STI Keywords:		COMPTON EFFECT, ELECTROMAGNETIC SCATTERING, PHOTON-ELECTRON INTERACTION, RANDOM PROCESSES, STIMULATED EMISSION, DIFFERENTIAL EQUATIONS, NUMERICAL STABILITY, PERTURBATION THEORY, QUANTUM THEORY
Bibliographic Code:		1976ZhETF..68..786Z

Abstract

An integrodifferential equation is presented for the stimulated Compton scattering of photons by electrons taking account of photon production and absorption. The stability of the spherically symmetrical solution to the equation is found to depend on the small angular perturbations in the photon distribution which propagate along the frequency axis, while the main photon flux moves downward along the same axis.

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