Discontinuous Galerkin - FEM - Particles tracer on unstructured mesh - Python/Matlab/C++
Compressible Lid driven cavity with particles on unctructure grid Re=100:
Mass Density, Full Velocity
Python/Matlab/C++ Code:
Navier-Stokes-Equation
Discontinuous Galerkin Method (DGSEM)
Lagrange Polynomials
Gauss-Legrende Distribution
Polynomial Degree=6
Order of Convergence=7
Lifting: BR1
Unstructured Grid:
70 Elements, 70 Particles