2D-PDE-Models This repository contains three modular Fortran codes for simulating classic 2D partial differential equation (PDE) fluid dynamics problems, along with Python utilities for NetCDF I/O and ...

PDE solvers in 2D for personal research usage, including wave equation, acoustic wave equation, Maxwell's equations, and convection-diffusion equation. Features: Use Eigen3 for dynamic vector and ...

Partial differential equations (PDEs) are ubiquitous to the mathematical description of physical phenomena. Typical examples describe the evolution of a field in time as a function of its value in ...

For these pipelines, an essential step is solving the G-equation, a nonlinear parabolic PDE that models the front propagation of the flame and can be solved using the researchers' framework.

To address these challenges, this paper proposes a neural PDE solver with a neural mesh adapter. To begin with, we introduce a novel data-free neural mesh adaptor, called Data-free Mesh Mover (DMM), ...