非线性介电层本征场的自组织与色散

V. Yatsyk
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引用次数: 1

摘要

开放非线性电动力系统-非线性横向非均匀介电层-是具有生物系统特有的自组织特性的无机系统的一个例子。自组织效应的必要前提是存在从外部源作用于系统的能量流,因此系统获得独立形成结构的能力(参见Loskutov, a . yu)。米哈伊洛夫,a.s.,《协同学导论》,Nauka出版社,1990年)。以非线性横向非均匀介质层为例,提出了分析非线性物体本征振荡波场幅相色散的建设性方法,通过平面波衍射问题的解或非线性介质层中点源或紧源的激发来确定本征波的范数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
About self-organization and dispersion of eigen fields of a nonlinear dielectric layer
The open nonlinear electrodynamic system - nonlinear transverse nonhomogeneous dielectric layer - is an example of an inorganic system having the properties of self-organization which is peculiar to biological systems. The necessary precondition of the effects of self-organization is the presence of a flow of energy acting in the system from an external source, due to which the system gets the ability to form structures independently (see Loskutov, A.Yu. and Mikhailov, A.S., "Introduction into Synergetics", Nauka Publishers, 1990). On an example of the nonlinear transverse nonhomogeneous dielectric layer, the constructive approach of the analysis of amplitude/phase dispersion of eigen oscillation-wave fields of a nonlinear object, the norm of an eigen field is defined from the solution of a diffraction problem of plane waves or excitation of a point or compact source of a nonlinear layer.
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