
Model RC circuit voltage over time using Python, avoiding differential equations. Learn numerical calculations for practical circuit analysis.

Model a pendulum's motion using Python and Jupyter Notebooks. Learn to apply Newton's second law in polar coordinates and visualize the results through practical coding exercises.

Model the DART-Dimorphos collision using Python, exploring binary orbits, elastic and inelastic collisions, and conservation of momentum. Experiment with different parameters to understand asteroid redirection techniques.

Explore Earth's interior through a 3D Python model, comparing orbital and tunnel travel times with varying density distributions.

Model electric fields between parallel plates using Python and 20,000 points, avoiding calculus for a clear visualization.

Model a physics demo of two strings supporting a mass using Python to determine which string breaks first when pulled.

Model an object falling to Earth, exploring gravitational potential energy and the relationship between work done by changing gravitational force and kinetic energy change.

Model wolf-hare chase dynamics using Python, exploring predator-prey motion patterns and computational problem-solving in physics simulations.

Model a falling and bouncing stick using Python, inspired by Veritasium's falling ladder problem. Explore physics simulations and coding techniques.

Model colliding clay pendulum balls using Python and springs to solve a physics problem numerically.

Explore the physics of grappling hooks through differential equations and Python modeling, inspired by a commercial. Dive into challenges and potential solutions for simulating rope dynamics.

Model wave pulses on strings using finite difference method and Python with Web VPython. Gain hands-on experience in computational physics and wave mechanics.

Explore stochastic approaches in ocean modeling, including Monte-Carlo methods, perturbed conditions, and stochastic dissipation operators for improved numerical simulations.

Dive into numerical modeling of the Foucault pendulum using Python to understand Earth's rotation through practical simulation and code implementation.