On a parabolic free boundary problem arising from a Bingham-like flow model with a visco-elastic core (Q853994)
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scientific article; zbMATH DE number 5078884
| Language | Label | Description | Also known as |
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| English | On a parabolic free boundary problem arising from a Bingham-like flow model with a visco-elastic core |
scientific article; zbMATH DE number 5078884 |
Statements
On a parabolic free boundary problem arising from a Bingham-like flow model with a visco-elastic core (English)
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7 December 2006
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The paper deals with a two-phase one-dimensional free boundary problem for parabolic equations arising from a mathematical model of Bingham-like fluids with viscoelastic core. The local existence for the problem under consideration is proved by virtue of fixed point arguments based on the Leray--Schauder theorem, whereas uniqueness follows in a more general, weak formulation of the problem.
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Bingham fluids
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local existence
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uniqueness
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Schauder theorem
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