Solvability of the transient analogue of the Lavrent'ev-Sedov-Keldysh problem for the ion-acoustic wave equation (Q1569250)
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scientific article; zbMATH DE number 1467466
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Solvability of the transient analogue of the Lavrent'ev-Sedov-Keldysh problem for the ion-acoustic wave equation |
scientific article; zbMATH DE number 1467466 |
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Solvability of the transient analogue of the Lavrent'ev-Sedov-Keldysh problem for the ion-acoustic wave equation (English)
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29 June 2000
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The authors continue the studies devoted to initial-boundary value problems in the theory of transient ion-acoustic waves in a nonmagnetized plasma. Classical solvability of the problem of excitation of two-dimensional transient ion-acoustic waves by a two-sided curvilinear segment in a nonmagnetized plasma is analyzed. The proof of the solvability is based on the reduction of an initial problem to a system of integral equations by means of dynamic potentials constructed by the authors.
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initial-boundary value problems
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transient ion-acoustic waves in a nonmagnetized plasma
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integral equations
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dynamic potentials
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0.8759452
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0.8750722
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0.86794895
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0.86389536
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0.86301327
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0.8625588
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0.8589918
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