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University Physics Notes
Classical Mechanics
Classical Mechanics
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An Example of a Time Dependent Hamiltonian and Lagrangian
Angular Velocity and Acceleration Along Curve
Canonical Transformations
Condition for a Transformation to Preserve Hamiltonian Form
Damped and Forced Vibrations
Differentiating Spherical Basis Vectors With Respect to Time
Equations of Curcular Motion
Finding a Generating Function From a Given Canonical Transformation
Generalized Coordinates
Generating Functions for Transformations of Coordinates
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