Time: | July 10, 2024, 4:00 p.m. (CEST) |
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Venue: | Hörsaal V7.01 Pfaffenwaldring 7 70569 Stuttgart |
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We will discuss a general domain decomposition methodology for solving multiphysics problems. The simulation domain is partitioned into a union of non-overlapping subdomains. Each subdomain may model a different physical problem and is locally discretized by a suitable numerical method. Continuity conditions on the interfaces are imposed through Lagrange multipliers. The approach is suitable for multiscale discretizations and parallel computations. Iterative solvers can be designed for the efficient solution of the global algebraic system, which involve solving decoupled subdomain problems. We will present examples of the framework applied to coupling of free fluid and porous media flows and fluid-poroelastic structure interaction.