Pedagogy
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QM Momentum Carpet v.1.0
Position-space wave function analysis made easy. QM Momentum Carpet software displays the time evolution of the position-space wave function and the associated quantum-mechanical momentum-time diagram, the momentum-space quantum carpet.
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Fermi-Pasta-Ulam Model v.1.0
The Fermi-Pasta-Ulam (FPU) problem is named after the numerical experiments first performed by Enrico Fermi, John Pasta, and Stanislaw Ulam in the summer of 1953 on the Los Alamos MANIAC computer, one of the first electronic computers.
Special Functions Model v.1.0
Study math functions with this tool. EJS Special Functions Model shows how to access special functions in the OSP numerics package.
Non-Newtonian Orbit Model v.1.0
Study the gravity laws with this tool. Non-Newtonian Orbit model displays the dynamics of a mass orbiting a much larger mass subject to non-Newtonian gravity.
Ising 2D Program v.1.0
Study the two-dimensional Ising model with this application. Ising2D software is a Monte Carlo simulation of a two-dimensional Ising model in equilibrium with a heat bath at temperature T using the Metropolis or Wolff algorithms.
QM Momentum Space v.1.0
Study the position-space wave function with this simulation. QM Momentum Space software displays the time evolution of the position-space wave function and the associated momentum-space wave function.
Foucault Pendulum Model v.1.0
Study Foucault pendulum dynamics with this software. Foucault Pendulum model displays the dynamics of a Foucault pendulum.
Ising Antiferromagnet Hexagonal Lattice v.1.0
Study the antiferromagnetic Ising model with this application.
Ceiling Bounce Model v.1.0
Study gravitational acceleration using this simulation. Ceiling Bounce Model shows a ball launched by a spring-gun in a building with a very high ceiling and a graph of the ball's position or velocity as a function of time.
Circular Membrane Modes Model v.1.0
Circular Membrane Modes Model display the analytical wave equation solution for an ideal circular membrane with a fixed boundary. The solution is described by two integers m and n where n is a positive integer that counts the number of radial nodes
MD Approach To Equilibrium Three Partitions v.1.0
Study the Lennard-Jones potential with this tool. MD Approach To Equilibrium Three Partitions software simulates a system of particles in two dimensions interacting via the Lennard-Jones potential.