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Nonlocal equations of schrodinger type for langmuir waves Vlasov plasmas

机译:朗缪尔波弗拉索夫等离子体的薛定inger型非局部方程

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摘要

Modified nonlocal Schrodinger equation was derived in the framework of the kinetic description of plasmas by means of the hierarchy equation method and due to asymptotic expansion with respect to the frequency inverse. The derived equation is different from the ordinary NLS equation by occurrence of an additional nonlocal integral term. The fundamental features of the equation are demonstrated. In particular, the correspondence between solutions of the equation and the Zakharov solutions of the NLS equation is considered.
机译:在等离子动力学描述的框架内,通过层次方程法并由于相对于频率倒数的渐近展开,得出了修正的非局部薛定inger方程。导出的方程与普通的NLS方程的不同之处在于出现了一个额外的非局部积分项。证明了该方程的基本特征。特别地,考虑方程的解与NLS方程的Zakharov解之间的对应关系。

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