Simulation of the wave equation in 2D.
Interactive quantum mechanics simulation where the user can draw new potential barriers and scatter
the
particle wavefunction off them.
This interactively shows numerical solutions to the linear and nonlinear Schrödinger equation using the Split-Operator method in 2D.
Fluid simulation done in 3D. You will probably need a good graphics card in order to get decent performance.
Using the Split-Operator method, this produces interactive visualizations of numerical solutions to the 3D Schrödinger equation. WARNING: extremely computationally demanding!
Interactive quantum mechanics simulation in 1D.
The user is able to reshape the wavefunction or the potential
using the mouse or through text input.
Visualization of the Fourier series using rotating circles to represent each of the sine/cosine terms.