Conservation of Momentum in Python Collisions
Explore momentum conservation in collisions using Python modeling. Build and analyze a two-object collision simulation.
Falling Through the Center of a Non-Uniform Density Earth - Python Simulation
Explore Earth's interior through a 3D Python model, comparing orbital and tunnel travel times with varying density distributions.
Visualizing Tides in 3D with Python
Explore 3D tide modeling using Python, combining calculation and visualization techniques for a comprehensive understanding of tidal patterns.
3 Ways to Find the Centroid of a Semicircle
Explore three methods to locate a semicircle's centroid: rectangle, polar coordinates, and Monte Carlo simulation using Python.
How to Achieve Circular Orbits in the Three-Body Problem
Explore stable circular orbits for three equal-mass planets using Python simulations and gravitational calculations.
How Fast Can a Car Take a Curve? Three Different Road Types
Explore maximum car speeds on flat, banked, and vertical curves using physics principles and calculations.
Derivation of the Gravitational Potential Energy - Plus Numerical Integrals with Python
Derive gravitational potential energy through work calculations and explore numerical integration using Python for practical applications.
Escape Velocity Calculation and Simulation with VPython
Model Earth's gravitational influence on objects and derive escape velocity using VPython, with accompanying code and derivation resources.
Calculating Asteroid Collision Velocities
Calculate asteroid collision velocities using gravitational potential energy and Python simulations. Explore physics concepts through practical space scenarios.
Angular Momentum and Moment of Inertia Tensor for 3 Masses - Python Tutorial
Calculate center of mass, moment of inertia tensor, and angular velocity vector for three masses using Python. Includes code implementation and mathematical concepts.
Principal Axes of Inertia Without the Inertia Tensor
Explore principal axes of inertia using a three-mass model, with Python code and visual demonstrations. Builds on previous concepts of moment of inertia and angular momentum.
Moment of Inertia for a Sphere About a Fixed Axis
Derive the moment of inertia for a sphere and explore a Monte Carlo simulation using Python, enhancing understanding of rotational dynamics.
Physics Analysis of Impact Forces in the Paltrow Ski Trial
Analyze impact forces in the Sanderson v. Paltrow ski trial, examining expert calculations and physics principles to determine accuracy.
Drawing the Spherical Volume Element in Python
Visualize spherical volume elements using Python and VPython, enhancing understanding of sphere geometry and moment of inertia calculations.
Equations of Motion for Coupled Oscillators
Explore equations of motion for coupled oscillators, focusing on systems with equal masses and springs. Learn to derive and analyze these fundamental physics concepts.
Matter and Interactions Physics - Translation, Rotational, and Vibrational Energy - Chapter 9
Explore center of mass, momentum, kinetic energy types, angular velocity, and moment of inertia in particle systems. Gain insights into translational, rotational, and vibrational energy concepts.
Modeling 2D Collisions in Python with Fake Forces
Simulate 2D collisions using Python and fake forces. Learn a simplified approach to modeling object interactions in programming.
Angular Momentum in Physics - Lecture Chapter 11
Explore angular momentum principles, torque, cross products, and related concepts in physics through clear explanations and examples.
Hamiltonian Mechanics for Projectile Motion in Polar Coordinates
Explore Hamiltonian mechanics for projectile motion using polar coordinates, with Python code implementation for practical understanding.
Hamiltonian: Particle on a Frictionless Cylinder with a Force
Explore particle motion on a frictionless cylinder under external force using Hamilton's equations and Python simulation.
Collision Between a Mass and a Rod: Conservation of Momentum and Angular Momentum
Analyze collisions between masses and rods using conservation of momentum and angular momentum principles. Develop problem-solving skills in physics.