🌊 Numerically solving and backpropagating through the wave equation
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Updated
Feb 8, 2020 - Python
🌊 Numerically solving and backpropagating through the wave equation
A JAX-based research framework for differentiable and parallelizable acoustic simulations, on CPU, GPUs and TPUs
A Python interface to k-Wave GPU accelerated binaries
Short python samples of recreational mathematics.
Physical optics in Python
Numerical Solver to Korteweg-de Vries and Kawahara Equations
Neural network augmented wave-equation simulation by Siahkoohi, A., Louboutin, M., and Herrmann, F.J.
A modular, testable implementation of a 2D wave equation solver using finite difference methods.
A clean, modular implementation of Physics-Informed Neural Networks (PINNs) for solving the 1D and 2D wave equation using PyTorch.
MSc Scientific Computing Individual Research Project at UCL.
Analytic solution to the Damped Wave Equation using Fourier Series.
Exercises done during "Short course on high performance simulation with high level languages" imparted by André Brodtkorb
Python programs for applications of fourier analysis
Various Numerical Analysis algorithms for science and engineering.
MSE (Mimetic Spectral-Element) solver for three-dimensional wave equation on a transformed domain.
A project that simulates an atom based on the modern quantum mechanical model
Continuous-Time Galerkin (CTG) space-time finite element method (FEM) for deterministic and stochastic wave equations.
Analysis and visualization of WRF planetary boundary layer parameters using Pearson correlation, Cartopy mapping, and radiation/runoff/waveflux modeling
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