Three Ways to Solve a 4-Mass Oscillator: Energy, Python, and Lagrangian - Lecture
Offered By: Dot Physics via YouTube
Course Description
Overview
Explore three distinct approaches to solving a complex 4-mass oscillator problem in this comprehensive physics lecture. Begin with an energy-based solution, then delve into a Python simulation using stiff springs, and finally tackle the problem using Lagrangian mechanics with SymPy. Learn how to apply these methods to analyze the oscillation period of a quadrilateral system composed of massless rigid rods, hinges with mass, and diagonal springs. Gain valuable insights into problem-solving techniques and computational methods in physics, with practical demonstrations and code examples provided throughout the lecture.
Syllabus
- Intro
- Energy Solution
- Python with stiff springs
- Lagrangian with sympy
Taught by
Dot Physics
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