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One-dimensional flow of a compressible viscous micropolar fluid: The Cauchy problem

We consider a Cauchy problem for one-dimensional flow of a compressible viscous and heat conductiong micropolar fluid. We assume that the fluid is perfect and polytropic. Corresponding initial boundary value problem has the unique stong solution on ]0, 1[×]0, T[, for all T>0. Using that result we construct a sequence of approximate solutions that converges to the solution of the Cauchy problema.

compressible fluid; thermodynamics; micropolar fluid; viscous fluid; evolution problem

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