A new formulation of the local reflection theory of an oblique shock wave at a rigid wall (Q2710486)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A new formulation of the local reflection theory of an oblique shock wave at a rigid wall |
scientific article |
Statements
21 October 2002
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oblique shock
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local shock wave reflection theory
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inclined wall
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Mach stem confluence
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triple point
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irregular shock-wave configuration
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self-similar reflection problems
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shock tubes
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arbitrary shock-front geometry
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A new formulation of the local reflection theory of an oblique shock wave at a rigid wall (English)
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A complete solution to the equations local shock wave reflection theory has been obtained on an inclined wall in a region near the Mach stem confluence and the triple point of an irregular shock-wave configuration. The author describes correct lines of regular-irregular transitions for self-similar reflection problems in shock tubes. The solutions for arbitrary shock-front geometry, obtained in a vicinity of the triple point, are in agreement with experimental results.
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