The nonlinear Schrödinger's equation, which describes the electron (Langmuir) waves in plasmas, is studied in this paper in the presence of perturbation terms.
By means of the cold electron plasma equations, we have shown that surface soliton solutions can exist in semi‐infinite plasmas.
Multiple-scale analysis for solitons due to Langmuir waves in plasmas
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The nonlinear Schrödinger's equation, which describes the electron (Langmuir) waves in plasmas, is studied in this paper in the presence of perturbation terms.
Oct 1, 2010 · The nonlinear Schrodinger's equation, which describes the electron (Langmuir) waves in plasmas, is studied in this paper in the presence of perturbation terms.
The multiple-scale perturbation analysis is used to study the perturbed nonlinear Schrödinger's equation, that describes the Langmuir waves in plasmas.
We presented an analytical study on dynamics of solitons for Langmuir waves in plasma physics. The mathematical model is given by the perturbed nonlinear ...
The coefficient of ν accounts for the propagation of solitons in plasmas with sharp boundaries and dissipation. This term arises in the Gradov-Stenflo equation ...
Jul 8, 2016 · Abstract: We presented an analytical study on dynamics of solitons for Langmuir waves in plasma physics. The.
(PDF) Solitons in Parametrically Unstable Plasma - ResearchGate
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Oct 22, 2024 · It is shown that when analyzing Langmuir waves a change in the boundary conditions can lead to drastically different mathematical results.
In order to analyze the evolution of plasma wave turbulence by disparate scale interactions, it is illuminating to use the quasi-particle description. The scale ...
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