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Finite element analysis of eigenvalue problems in the stability of fluid motions
Variational eigenvalue problems for linear and energy stability theory of buoyancy-driven flow are studied. Critical Rayleigh numbers are determined by the finite element method. The penalty method is used to approximate the incompressibility condition. We consider the stability of Boussinesq flows...
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| Format: | Thesis |
| Language: | English |
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2024
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