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In this article, we investigate numerical schemes for solving a three component Cahn-Hilliard model. The space discretization is performed by using a Galerkin formulation and the finite element method. Concerning the time discretization, the main difficulty is to write a scheme ensuring, at the discrete level, the decrease of the free energy and thus the stability of the method. We study three different schemes and prove existence and convergence theorems. Theoretical results are illustrated by...
In this article, we investigate numerical schemes for solving
a three component Cahn-Hilliard model. The space discretization is
performed by using
a Galerkin formulation and the finite element method.
Concerning the time discretization,
the main difficulty is to write a scheme ensuring,
at the discrete level, the decrease of the free energy
and thus the stability of the method.
We study three different schemes and prove
existence and convergence theorems. Theoretical results are
illustrated by...
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