Lagrange II: Compound Pendulum Analysis

Related lectures (29)

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Discusses moment of inertia, angular momentum, and the Atwood machine problem.

Explores generalized coordinates, constraints, equilibrium points, and stability in mechanics using elegant polar coordinates.

Covers the Lagrange method for expressing constraints and degrees of freedom in mechanics using generalized coordinates.

Covers angular momentum, Kepler's laws, and conservation principles in rotational motion and planetary dynamics.

Explores rotation dynamics, moment of inertia, and kinetic energy in solid bodies rotating around a fixed axis.

Explores rotation in two dimensions, analyzing moment of inertia, acceleration, and stability using practical examples.

Explores the motion analysis of a simple pendulum, emphasizing angular displacement and velocity calculations.

Covers the determination of forces and equations of motion for a material point and a racing car.

Covers trajectories, motion equations, velocity properties, acceleration components, and integration of motion equations.