A One-dimensional Nonlinear Viscous and Heat-conductive Real Gas
This chapter is concerned with the global existence and asymptotic behavior of solutions with arbitrary initial data to a 1D nonlinear viscous heat-conductive real gas with two kinds of boundary conditions. More general constitutive relations will be studied and our assumptions on growth exponents of temperature include cases, never before studied.
KeywordsInitial Data Global Existence Exponential Stability Usual Sobolev Space Universal Attractor
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