The use of the continuation method for constructing self-similar solutions for Langmuir wave collapses. (Q1975758)
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scientific article; zbMATH DE number 1438764
| Language | Label | Description | Also known as |
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| English | The use of the continuation method for constructing self-similar solutions for Langmuir wave collapses. |
scientific article; zbMATH DE number 1438764 |
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The use of the continuation method for constructing self-similar solutions for Langmuir wave collapses. (English)
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4 May 2000
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The present paper is devoted to the discussion of the well-known continuation method for the numerical integration of the self-similar Zakharov equations. The author illustrates the possibilities of this method by constructing a solution for the self-similar subsonic Langmuir soliton. The basic ideas of the continuation method are given as applied to solving a set of first-order ordinary differential equations. One new solution for the subsonic Langmuir collapse and the Langmuir solution is obtained by means of this method.
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0.8030217289924622
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0.7389081716537476
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0.7383386492729187
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0.708882212638855
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