Lagrangian Mechanics - Spring Mount Pendulum with Python and SymPy
Explore Lagrangian mechanics through a spring-mounted pendulum, deriving equations of motion and utilizing Python with sympy for analysis and visualization.
Solving Every 2D Collision Problem in Physics Using Python
Domina la resolución de colisiones en 2D utilizando Python. Aprende técnicas prácticas para abordar cualquier problema de colisión bidimensional con código incluido.
Lagrangian - Bead on a Driven Hoop vs. Bead on a Free Hoop
Explore the motion dynamics of beads on rotating hoops through Lagrangian mechanics, comparing driven and free rotation scenarios.
Lagrangian Mechanics: The Jiggle Pendulum
Explore Lagrangian mechanics through a unique oscillating pendulum model, using Python to simulate and analyze its motion.
Bead on a Spinning Wire Hoop: Lagrangian Mechanics
Explore Lagrangian mechanics through a bead on a spinning wire hoop problem. Learn coordinate systems, energy calculations, differential equations, and Python modeling.
Lagrangian Mechanics: Swinging Atwood Machine
Explore the motion of a swinging Atwood machine using Lagrangian mechanics and Python simulation.
Lagrangian Mechanics - Block on a Movable Wedge
Solve a complex physics problem using Lagrangian mechanics to analyze the motion of a frictionless mass on a movable wedge.
Introduction to Lagrangian Mechanics - Comparison with Newtonian Mechanics
Explore Lagrangian mechanics, comparing it to Newtonian physics. Learn to solve pendulum problems using both approaches and discover advanced applications like double pendulums.
Plotting Damped Harmonic Oscillator with Initial Conditions
Explore damped harmonic oscillator plots with initial conditions, covering over-damped and under-damped scenarios. Gain insights into position vs. time and phase space representations.
Physics Lab: Does the Launch Velocity Depend on Launch Angle?
Explore the relationship between launch velocity and angle in physics experiments using ball launchers, deriving equations and analyzing data plots.
Projectile Motion in Spherical Coordinates - Just Because It's Fun
Derive and model projectile motion using spherical coordinates, exploring acceleration vectors and implementing Python code for accurate simulations.
Classical Mechanics: Work Energy and Line Integrals
Explore work energy and line integrals in classical mechanics, focusing on non-trivial paths and calculation techniques.
Classical Mechanics: Introduction to the Work Energy Principle and Line Integrals
Explore the work energy principle and line integrals in classical mechanics, gaining foundational knowledge for advanced physics concepts.
Physics Question: Two Balls Thrown Up - Which Reaches the Highest Point First?
Explore the physics of two balls thrown upward, analyzing drag forces and their impact on trajectory and maximum height.
Classical Mechanics: Falling Object with Quadratic Drag
Explore falling objects with quadratic drag in classical mechanics, including velocity analysis and Python code implementation.
Classical Mechanics: Linear Drag without the Gravitational Force
Derive motion equations for objects with velocity-proportional drag, excluding gravity. Includes numerical modeling and Python code for practical application.
Python Physics: Understanding and Calculating Moment of Inertia
Explore the concept of moment of inertia in physics, using Python to calculate it for a disk through Monte Carlo simulation and plausibility arguments.
Principal Axes of Inertia and the Eigenvalue Problem
Explore principal axes of inertia and solve eigenvalue problems using Google Colab for 3x3 matrix determinants in a 3-mass system.
Using the Quadratic Formula to Solve Projectile Motion Problems
Learn to apply the quadratic formula for solving projectile motion problems, enhancing your physics problem-solving skills.
Physics Problem: Pushing a Block Up an Incline with Friction
Solve a complex physics problem involving forces, friction, and inclined planes to determine the maximum push force before motion occurs.
Lagrange Multipliers - Force of Constraint for a Yo-Yo
Explore Lagrange Multipliers to determine string tension in a released disk, applying principles of classical mechanics to real-world scenarios.