By Academician D. V. Skobel’tsyn (auth.), Academician D. V. Skobel’tsyn (eds.)
This quantity comprises papers that evaluation sure theoretical difficulties which have been studied within the Laboratory of Plasma Accelerators and Plasma Physics of the P. N. Lebedev Physics Institute of the Academy of Sciences of the USSR. The evaluate of R. R. Kikvidze and A. A. Rukhadze, "Theory of oscillations and balance of a semiconductor plasma with low service density in a powerful electrical field," is dedicated to a solid-state plasma. the most realization is dedicated to the truth that in this sort of plasma electro magnetic waves are successfully generated if there's a adverse current-voltage attribute within the provider present; this influence can compete in significance with the well known Gunn influence. of their primary evaluation paper "Nonlinear thought of the interplay of waves in a plasma," V. V. Pustovalov and V. P. SHin set forth the basics of the idea of nonlinear interplay of waves in a scorching rarefied plasma. in addition to a scientific exposition of the professional cedure for deriving the equations that describe the nonlinear interplay of waves in an iso tropic or an anisotropic (magnetized) plasma, they research many concrete examples in terms of the interplay of certain forms of waves less than diverse conditions.
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Additional info for Theory of Plasmas / Teoriya Plazmy / Теория Плазмы
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Ginzburg, The Propagation of Electromagnetic Waves in Plasmas, Pergamon Press, Oxford (1964). R. Bowers, G. Legendy, and F. Rose Phys. Rev. , 7:339 (1961). D. Pines and J. R. Schrieffer, Phys. , 124:1387 (1961). A. I. Akhiezer and Ya. B. Fainberg, Dokl. Nauk SSSR, 64:555 (1949); Zh. Eksp. Teor. , 21:1262 (1951). D. Bohm and E. Gross, Phys. , 75:1851 (1949). A. I. , Collective Oscillations in a Plasma, Oxford (1967). A. A. Vedenov, Usp. Fiz. Nauk, 84:533 (1964). B. Anker-Johnson, IEEE, 1:43 (1966); Phys.
Note that the situation is just the same for a solid-state plasma with high carrier density, for which the effective-temperature approximation applies [47,48]. 4. Surface Waves in a Bounded Magnetized Plasma with Current We consider the excitation of surface and also long-wavelength (lI. x ); L) oscillations in a bounded region of solid-state plasma in external parallel electric and magnetic fields. 1 we have already obtained Eq. 5) for the potential of the field of the oscillations in an inhomogeneous unboLUlded semiconductor plasma in external parallel electric and magnetic fields.