Pages that link to "Item:Q2952404"
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The following pages link to A multiscale large time increment/FAS algorithm with time-space model reduction for frictional contact problems (Q2952404):
Displaying 8 items.
- A non-incremental approach for elastoplastic plates basing on the Brezis-Ekeland-Nayroles principle (Q821799) (← links)
- Toward an optimal a priori reduced basis strategy for frictional contact problems with LATIN solver (Q1667517) (← links)
- Projection‐based model reduction for contact problems (Q2952907) (← links)
- Parametrized non intrusive space-time approximation for explicit dynamic fem applications (Q6127047) (← links)
- Efficient hyper-reduced-order model (HROM) for thermal analysis in the moving frame (Q6557357) (← links)
- LATIN: a new view and an extension to wave propagation in nonlinear media (Q6557439) (← links)
- A stable and optimally convergent LaTIn-CutFEM algorithm for multiple unilateral contact problems (Q6565737) (← links)
- On the benefits of a multiscale domain decomposition method to model-order reduction for frictional contact problems (Q6588339) (← links)
