2 citations · 2 across the 1 of their papers we have counts for
4 papers
A Consistent Higher-Order Isogeometric Shell Formulation
Daniel Schöllhammer, Benjamin Marussig, Thomas-Peter Fries
Shell analysis is a well-established field, but achieving optimal higher-order convergence rates for such simulations is a difficult challenge. We present an isogeometric Kirchhoff…
A Higher-order Trace Finite Element Method for Shells
D. Schöllhammer, T. P. Fries
A higher-order fictitious domain method (FDM) for Reissner-Mindlin shells is proposed which uses a three-dimensional background mesh for the discretization. The midsurface of the s…
A Unified Finite Strain Theory for Membranes and Ropes
Thomas-Peter Fries, Daniel Schöllhammer
The finite strain theory is reformulated in the frame of the Tangential Differential Calculus (TDC) resulting in a unification in a threefold sense. Firstly, ropes, membranes and t…
Kirchhoff-Love shell theory based on tangential differential calculus
D. Schöllhammer, T. P. Fries
The Kirchhoff-Love shell theory is recasted in the frame of the tangential differential calculus (TDC) where differential operators on surfaces are formulated based on global, thre…