Difference between revisions of "Forest Ugrad ClassicalMechanics"

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Classical Mechanics
 
Classical Mechanics
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=Class Administration=
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==Catalog Description==
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PHYS 4483 Theoretical Mechanics: 4 semester hours.
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Detailed study of the motion of particles, satellites, rigid bodies and oscillating systems. Develop and apply Lagrangian and Hamiltonian methods.
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PREREQ: PHYS 2212 and MATH 3360. F
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==Textbook==
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"Classical Mechanics" by John R. Taylor
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http://www.amazon.com/Classical-Mechanics-John-R-Taylor/dp/189138922X
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==Class Schedule==
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[[ClasSched_Forest_Ugrad_ClassicalMechanics]]
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== Syllabus ==
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[[Sylabus_Forest_ugrad_classmech]]
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=Homework Assignments=
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[[Forest_UCM_Homework]]
  
 
=Newton's Laws of Motion=
 
=Newton's Laws of Motion=
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=Rigid Body Motion=
  
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[[Forest_UCM_RBM]]
  
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=References=
  
  
 
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[[TF_PC_OldNotes]]
=References=
 
  
  
[[TF_PC_OldNotes]]
 
  
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[[File:TF_UCM_NonInertRefFram_1.pdf]]
  
 
[[Forest_Classes]]
 
[[Forest_Classes]]

Latest revision as of 13:21, 18 November 2014

Classical Mechanics

Class Administration

Catalog Description

PHYS 4483 Theoretical Mechanics: 4 semester hours. Detailed study of the motion of particles, satellites, rigid bodies and oscillating systems. Develop and apply Lagrangian and Hamiltonian methods.

PREREQ: PHYS 2212 and MATH 3360. F

Textbook

"Classical Mechanics" by John R. Taylor

http://www.amazon.com/Classical-Mechanics-John-R-Taylor/dp/189138922X

Class Schedule

ClasSched_Forest_Ugrad_ClassicalMechanics


Syllabus

Sylabus_Forest_ugrad_classmech

Homework Assignments

Forest_UCM_Homework

Newton's Laws of Motion

Forest_UCM_NLM

Projectiles and Charged Particles

Forest_UCM_PnCP

Momentum and Angular Momentum

Forest_UCM_MnAM

Energy

Forest_UCM_Energy

Oscillations

Forest_UCM_Osc

Calculus of Variations

Forest_UCM_CoV


Lagrange's Equations

Forest_UCM_LEq

Two Body Central Force Problems

Forest_UCM_2BCF

Mechanics in Noninertial Frames

Forest_UCM_MiNF


Rigid Body Motion

Forest_UCM_RBM

References

TF_PC_OldNotes


File:TF UCM NonInertRefFram 1.pdf

Forest_Classes