MS072A Advances in Numerical Methods for Solution Of PDEs I
MS Corresponding Organizer: Prof. Alexander Idesman (Texas Tech University)
Chaired by:
Prof. Alexander Idesman (Texas Tech University , United States)
Prof. Alexander Idesman (Texas Tech University , United States)
Scheduled presentations:
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Keynote
Optimal Local Truncation Error Method for Solution of PDEs on Irregular Domains and Interfaces with Optimal Accuracy and Unfitted Cartesian Meshes. Comparison with Finite Elements.
A. Idesman* -
The Scaled Boundary Finite Element Method for Hyperelastic Problems in Nonlinear Solid Mechanics
B. Sauren*, C. Song, S. Klinkel -
A Novel Approach for Very High-order Transient Simulations with the Finite Volume Method – Recent Advances from the HIBforMBP Project
D. Albuquerque*, P. Costa, B. Delgado, F. Tenreiro, L. Oliveira, J. Pereira -
Comparison of Several Krylov Methods to Solve Adjoint Linear System for Goal-Oriented Anisotropic Mesh Adaptation
T. Gauchery*, F. Alauzet -
Finite Element Formulations for Axisymmetric Solids: A New Approach Based on the Petrov-Galerkin Method
F. Zähringer*, P. Betsch