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Three Ways to Solve a 4-Mass Oscillator: Energy, Python, and Lagrangian - Lecture

Offered By: Dot Physics via YouTube

Tags

Physics Courses Python Courses Differential Equations Courses Numerical Methods Courses Energy Conservation Courses Oscillators Courses Computational Physics Courses Lagrangian Mechanics Courses Sympy Courses Vpython Courses

Course Description

Overview

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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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