On a temperature-dependent Hele-Shaw flow in one dimension (Q2569609)

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On a temperature-dependent Hele-Shaw flow in one dimension
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    On a temperature-dependent Hele-Shaw flow in one dimension (English)
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    20 October 2005
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    Summary: A model is presented for a Hele-Shaw flow with variable temperature in one space dimension. The problem to be solved is a free boundary problem for a parabolic equation with a nonlinear and nonlocal free boundary condition. Existence and uniqueness are proved.
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    Hele-Shaw flows
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    free boundary problems
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    nonlocal conditions
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