23 citations · 23 across the 1 of their papers we have counts for
2 papers
math.NA2018★ 23 cited
A new mixed isogeometric approach to Kirchhoff-Love shells
Katharina Rafetseder, Walter Zulehner
For Kichhoff-Love shell problems a new mixed formulation solely based on standard spaces is presented. This allows for flexibility in the construction of discretization space…
math.NA2017
A decomposition result for Kirchhoff plate bending problems and a new discretization approach
Katharina Rafetseder, Walter Zulehner
A new approach is introduced for deriving a mixed variational formulation for Kirchhoff plate bending problems with mixed boundary conditions involving clamped, simply supported, a…