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A stacked, iterative coupling algorithm was used to obtain coupled solutions.
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An improved non-isotropic momentum mapping method for the Eulerian/Lagrangian coupling algorithm is proposed.
The IE FE coupling algorithm is also successfully extended to solve multiple crack problems.
Several numerical tests designed to measure the rate of convergence and accuracy of the coupling algorithm are presented as well.
A partitioned, implicit domain decomposition coupling algorithm is implemented, in which the coupled domains exchange thermal-hydraulics variables at coupling boundary interfaces.
The coupling algorithm is described in detail and it is validated on well-established literature test cases for both stationary and moving porous configurations.
Stability and efficiency of the implicit coupling algorithm are improved drawing on several methods to stabilize and to accelerate the convergence.
The coupling algorithm is totally explicit and ensures exact mass conservation and a balance of momentum and energy between the fluid and the solid.
A strong coupling algorithm is presented for simulating the dynamic interactions between incompressible viscous flows and rigid-body systems in both two- and three-dimensional problems.
The weak iterative coupling algorithm is fully automated.
However, the simulation of high fidelity unsteady fluid structure interaction using strong coupling algorithms is currently too expensive in order to be useful in industry.
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