Fluid–structure interaction simulations can be performed in a partitioned way, by coupling a
flow solver with a structural solver. However, Gauss–Seidel iterations between these solvers …

The omnipresence of fluid–structure interaction (FSI) in biological systems is indisputable—
from the vibration of leaves to the locomotion of fish, to the flying of birds, and to the …

Fluid–structure interaction (FSI) incorporates effects of fluid flows on deformable solids and
vice versa. Complex biomedical problems in clinical applications continue to challenge …

In reservoir simulation, the linearization process after the discretization of the seepage
equation will additionally introduce new errors, which can be avoided by using a nonlinear …

The main results of the study of the convergence rate of quasi-Newton minimization methods
were obtained under the assumption that the method operates in the region of the extremum …

Blood flow, dam or ship construction and numerous other problems in biomedical and
general engineering involve incompressible flows interacting with elastic structures. Such …

We construct four variants of space‐time finite element discretizations based on linear tensor‐
product and simplex‐type finite elements. The resulting discretizations are continuous in …

In this work we present a novel Quasi-Newton technique for the black-box partitioned
coupling of interface coupled problems. The new RandomiZed Multi-Vector Quasi-Newton …

We propose a suite of strategies for the parallel solution of fully implicit monolithic fluid-
structure interaction (FSI). The solver is based on a modeling approach that uses the velocity …

Quasi-Newton methods have proven to be an efficient way to couple partitioned solvers in
fluid-structure interaction problems, as they are able to stabilize cases with high added …