This thesis presents robust simulation and optimization methods for the use in CAD
integrated multi-disciplinary shape optimization, in particular for FSI scenarios. The core …

This paper is the second part of a two-part paper treating a non-selfadjoint quadratic
eigenvalue problem for the linear stability of solutions to the Taylor-Couette problem for flow …

This paper treats rotationally symmetric motions of nonlinearly axisymmetric shells that can
suffer transverse shear as well as the usual flexure and base-surface extension and shear. It …

This two-part paper treats the numerical approximation of a tricky quadratic eigenvalue
problem arising from the following generalization of the classical Taylor-Couette problem: A …

Abstract The classical Couette–Taylor problem is to describe the motion of a viscous
incompressible fluid in the region between two rigid coaxial cylinders, which rotate at …

This paper treats rotationally symmetric motions of axisymmetric shells. It derives the
governing equations in a convenient form and determines their mathematical structure. The …