
Explore MFEM, a parallel C++ library for finite element methods. Learn to develop scalable algorithms for various platforms, from laptops to supercomputers.

Explore numerical solvers for viscous contact problems in glaciology, focusing on ice flow modeling, subglacial cavities, and marine ice sheet dynamics. Overcome computational challenges in Stokes equations.

Explore a nonlinear least-squares finite element method for solving the Monge-Ampere equation, focusing on smooth convex solutions and innovative degrees of freedom.

Explore finite element methods for hyperelastic materials, covering PDE models, large deformations, and multiphysics coupling in solid mechanics.

Explore data-driven finite element exterior calculus for developing reduced-order models of multiphysics systems, combining machine learning with traditional finite element methods for robust surrogate modeling.

Explore LAGHOST, a Lagrangian high-order solver for tectonic simulations. Learn about its features, benchmarks, and applications in modeling geological processes like normal fault evolution.

Explore unconditionally stable numerical methods for sixth-order Cahn-Hilliard equations, focusing on crystal growth and microemulsion systems. Gain insights into complex physical phenomena modeling.

Explore code generation strategies for accelerating small sparse matrix multiplications in high-order finite element solvers, focusing on performant operator kernels for prismatic and hexahedral elements.

Explore high-order element-based Galerkin methods for capturing hurricane intensification, including multirate time integration and multi-modeling frameworks for improved atmospheric modeling.

Explore advanced finite element analysis for electromagnetic waveguides, focusing on stability and convergence of full envelope DPG approximation in optical amplifier simulations.

Explore Netgen/NGSolve finite element software: overview, Python scripting, teaching applications, and recent developments in matrix-valued elements, GPU utilization, and time-dependent problems.

Explore advanced computational techniques for simulating heart function, focusing on efficient ECG calculations and electromechanical models using MFEM for improved cardiac disease understanding and treatment.

Explore efficient computation and reduced order modeling techniques for periodic flows using MFEM, focusing on space-time domain solutions and hyper-reduced POD Galerkin models.

Explore MFEM Workshop 2022 highlights, including simulation contest winners showcasing advanced scientific visualizations in epilepsy research, heat sink optimization, and electromagnetic field modeling.

Learn to use MFEM in the cloud for scalable finite element discretization application development with step-by-step instructions and hands-on demonstration.

Explore MFEM-based Minerva platform for industrial-scale simulations, integrating with commercial software and enhancing solver capabilities for large-scale design and optimization problems.

Explore EM-wave simulation in ECR space plasma thrusters using MFEM. Learn about Maxwell equations, cold-plasma approximation, and finite element discretization for space propulsion applications.

Explore MFEM's high-order mathematical calculations for scientific simulations, community updates, and development roadmap in this workshop overview.

Explore MFEM's high-order mathematical calculations for scientific simulations, including key capabilities, examples, and future plans. Learn about the project's growth and recent software release.

Explore MFEM's enhanced capabilities through libCEED integration, including support for simplices, mixed meshes, and p-adaptivity. Discover performance gains across various HPC architectures.

Explore scalable design and optimization using MFEM for large-scale scientific simulations. Learn about topology and shape optimization algorithms, gradient-based techniques, and implementation strategies for industrial problems.