MS321 - Geometric and structure-preserving methods for computational modeling

Organized by: C. Eldred (Sandia National Laboratories, United States), B. Tran (UC Boulder, United States), A. Palha (Delft University of Technology, Netherlands) and W. Barham (Los Alamos National Laboratory, United States)
Keywords: discrete exterior calculus, finite element exterior calculus, geometric mechanics, Metriplectic Dynamics, Port-Hamiltonian Systems, Structure-Preserving Discretization, symplectic integrators, Variational Methods
This minisymposium brings together researchers studying geometric mechanics and structure-preserving discretizations at the continuous level, discrete level, and the interface between the continuous and discrete levels. We welcome contributions related to all areas of geometric mechanics and structure-preserving discretizations including (but not limited to) novel geometric mechanics formulations; structure-preserving spatial, temporal and spatiotemporal discretizations; structure-preserving reduced order models; structure-preserving scientific machine learning; and geometric optimal control.