Theoretical Mechanics

PHYS-4330

Particle and rigid body dynamics using Newtonian, Lagrangian, and Hamiltonian methods. Motion of particle systems. Central force motion. Rotating coordinate systems. Rigid body motion using the inertia tensor and Euler angles. Coupled systems and normal coordinates. Introduction to continuum mechanics and the mechanics of deformable media. Introduction to Hamiltonian Mechanics, including proof and applications of Liouville's Theorem. Formalism of Special Relativity. Introduction to nonlinear dynamics and chaotic behavior.

4 credits

Past Term Data

Offered
Not Offered
Offered as Cross-Listing Only
No Term Data
Spring Summer Fall
(Session 1) (Session 2)
2024
Theoretical Mechanics (4c)
  • Charles Harold Martin
Seats Taken: 64/60
2023
Theoretical Mechanics (4c)
  • Charles Harold Martin
Seats Taken: 40/60
2022
Theoretical Mechanics (4c)
  • Charles Harold Martin
  • Vincent Meunier
Seats Taken: 53/90
2021
Theoretical Mechanics (4c)
  • Charles Harold Martin
  • Vincent Meunier
Seats Taken: 38/50
Theoretical Mechanics (4c)
  • Charles Harold Martin
Seats Taken: 12/30
2020
Theoretical Mechanics (4c)
  • Charles Harold Martin
Seats Taken: 78/90
Theoretical Mechanics (4c)
  • Charles Harold Martin
Seats Taken: 11/30
2019
Theoretical Mechanics (4c)
  • Charles Harold Martin
Seats Taken: 81/90
2018
Theoretical Mechanics (4c)
  • Charles Harold Martin
Seats Taken: 21/25
2017
Theoretical Mechanics (4c)
  • Kim Michelle Lewis
  • Charles Harold Martin
Seats Taken: 64/80
2016
Theoretical Mechanics (4c)
  • Ingrid Wilke
Seats Taken: 30/60
2015
Theoretical Mechanics (4c)
  • Ingrid Wilke
Seats Taken: 36/60
2014
Theoretical Mechanics (4c)
  • Ingrid Wilke
Seats Taken: 53/60
2013
Theoretical Mechanics (4c)
  • Ingrid Wilke
Seats Taken: 52/60
2012
Theoretical Mechanics (4c)
  • Ingrid Wilke
Seats Taken: 55/60
2011
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2009
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2007
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2005
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2003
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1998