Publication: Structural stability for the double diffusive convective Brinkman equations
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Çelebi, Ahmet Okay
Uğurlu, Davut
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Abstract
We consider the initial-boundary value problem for the double diffusive convective Brinkman equations with homogenous Neumann's boundary conditions. The continuous dependence of solutions of the given problem on the Soret constant in H-2(Omega) boolean AND H-0(1)(Omega) x H-1(Omega) x H-1(Omega) is proved.
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Taylor and Francis
Subject
Mathematics, Applied
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DOI
10.1080/00036810802431288
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