New Preprint on the numerical analysis for the Stokes problem
In their recent paper “Numerical analysis for the Stokes problem with non-homogeneous Dirichlet boundary condition,” Thomas Apel, Katharina Lorenz, and Johannes Pfefferer study the Stokes problem with low-regularity Dirichlet boundary data in possibly non-convex domains and develop numerical methods for its solution.
New open-access Publication in Computational Mechanics
Our article "A Consistent Mixed-Dimensional Coupling Approach for 1D Cosserat Beams and 2D Surfaces in 3D Space" has been published in the journal Computational Mechanics.
New preprint on beam-to-beam coupling in geometrically exact beam theories
In their new paper “A variationally consistent beam-to-beam point coupling formulation for geometrically exact beam theories”, Ivo Steinbrecher, Nora Hagmeyer, Christoph Meier, and Alexander Popp present a formulation-independent approach for coupling beam cross-sections within the framework of geometrically exact beam theory.