Double Pendulum: Analytically Finding Resonance Frequencies with Sympy
In this video we consider the double pendulum driven by a motor at the top. The resonance frequencies of the double pendulum are difficult to solve for by hand: here we use sympy, along with some approximation, to solve for the resonance frequencies. We then numerically confirm that they exist. All code can be found here: https://github.com/lukepolson/youtube...
▶︎
Electric Field Computation in Python: No Pencil/Paper Required
▶︎
What If Swings Had Springs Instead Of Ropes: Autoparametric Resonance
▶︎
Electrons Don't Actually Orbit Like This
▶︎
The Ising Model in Python: Statistical Mechanics and Permanent Magnets
▶︎
Pushing Simulations to the LIMIT to Find Order in Chaos
▶︎
Co-Creator of Haskell: Functional Programming, Thinking in Types, Useless Languages | Simon Jones
▶︎
The Anti Trampoline Effect
▶︎
The Theoretical Limit of Image Compression
▶︎
Double Pendulum Simulation in Python! || Simulating Physics with Python
▶︎
The Double-SPRINGED Pendulum in PYTHON
▶︎
More Practice with Lagrangian Mechanics in Python
▶︎
Creator of C++: Bell Labs, Negative Overhead Abstraction, Mistakes | Bjarne Stroustrup
▶︎
This Battery Doesn't Need Lithium and It Just Hit Mass Production
▶︎
Modeling Resonance With a Damped-Driven Oscillator
▶︎
Chaos Theory: the language of (in)stability
▶︎
Alastair Campbell and Jacob Rees-Mogg Debate Brexit | The Mishal Husain Show
▶︎
Yann LeCun: World Models: Enabling the next AI revolution
▶︎
Pendulum Motion in PYTHON
▶︎
The Mathematical Problem with Music, and How to Solve It
▶︎