Uniqueness of solutions to a gas-disk interaction system (Q2297690)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Uniqueness of solutions to a gas-disk interaction system |
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Uniqueness of solutions to a gas-disk interaction system (English)
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20 February 2020
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The authors consider a model of an infinite disk motion in a gas with friction described as collision of the gas particles with the disk. The gas is compressible. Symmetry assumptions, including infiniteness of the disk, allow the reduction to a single spatial dimension. The focus is on establishing uniqueness of the solution under the assumption that the driving force is Lipschitz-continuous.
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pistion problem
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compressible gas-solid interaction
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Lipschitz condition
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