Pinned Repositories
22_6xx-DG-for-PDEs
An intro to DG methods for PDEs
acoular
Library for acoustic beamforming
acoustic-scattering-codes
Houses all codes related to acoustic scattering, starting with simple shapes like spheres and cylinders.
AcousticSimulator
Numerical Simulation of Sound Propagation with PML
AeroAcoustics.jl
Mirror of https://gitlab.windenergy.dtu.dk/ollyl/AeroAcoustics.jl
DGFEM-Acoustic
Discontinuous Galerkin finite element method (DGFEM) for Acoustic Wave Propagation
Ffowcs-Williams-and-Hawkings-Equations
Open source codes/programs of acoustic analogies to calculate subsonic and supersonic noise characteristics induced by unsteady flow, moving geometry and mutual interactions either in a stationary or a moving medium. A permeable interface with arbitrary mesh is adopted to enclose the nonlinear region calculated by unsteady CFD solvers (Fluent).
fmm_matlab
This is an implementation of a (toy) 2D Laplace problem using fast multipole method (FMM) in Matlab.
FWH
FWH solver using Farassat 1A formulation
resolvent
Repository for all Matlab/Python code for the Navier-Stokes Resolvent analysis
wanglican's Repositories
wanglican/22_6xx-DG-for-PDEs
An intro to DG methods for PDEs
wanglican/acoular
Library for acoustic beamforming
wanglican/AMR_Sipp_Schmid_2016
Freefem++ and Matlab codes described in Sipp and Schmid, "Linear Closed-Loop Control of Fluid Instabilities and Noise-Induced Perturbations: A Review of Approaches and Tools", Applied Mechanics Reviews, 2016.
wanglican/BBFMM2D-MATLAB
Blackbox FMM in 2D using Matlab
wanglican/CompressiveSense-Algorithms
wanglican/GFR
GFR (Glenn Flux Reconstruction) software (LEW-19709-1) has been approved for an open source release
wanglican/HiFiLES-solver
High Fidelity Large Eddy Simulation Solver
wanglican/sound-through-flow
A 3D parallel spectral element method for solving the equations of sound propagation through a moving, incompressible, inhomogenous flow.
wanglican/TLNS3D
wanglican/viscous_burgers
Two solutions, written in MATLAB, for solving the viscous Burger's equation. They are both spectral methods: the first is a Fourier Galerkin method, and the second is Collocation on the Tchebyshev-Gauß-Lobatto points.