Solutions globales \((-\infty<t<+\infty)\) des systèmes paraboliques de lois de conservation. (Global solutions \((-\infty<t<+\infty)\) of parabolic systems of conservation laws.) (Q1271453)
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scientific article; zbMATH DE number 1220353
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Solutions globales \((-\infty<t<+\infty)\) des systèmes paraboliques de lois de conservation. (Global solutions \((-\infty<t<+\infty)\) of parabolic systems of conservation laws.) |
scientific article; zbMATH DE number 1220353 |
Statements
Solutions globales \((-\infty<t<+\infty)\) des systèmes paraboliques de lois de conservation. (Global solutions \((-\infty<t<+\infty)\) of parabolic systems of conservation laws.) (English)
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9 November 1998
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The author deals with the global solution and a priori estimates for the parabolic approximation \(u_t+ f(u)_x= \varepsilon u_{xx}\) of a system of hyperbolic conservation laws. Besides the initial value problem, the mixed problem \(x>0\) is also discussed.
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viscous shock waves
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boundary layers
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initial value problem
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mixed problem
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