Foucault Pendulum: Newtonian Physics and Rotating Reference Frames

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Explores small oscillations in rotating frames and effective potential energy.

Explores the mathematical pendulum, small oscillations, harmonic oscillator, and integration of the equation of motion.

Covers the dynamics of spin in a time-dependent magnetic field and the impact of time-independent fields on spin dynamics.

Introduces Newton's laws of motion, covering force, mass, frames of reference, and practical examples like friction and springs.

Explains the calculation of angular momentum of a thin disk and forces in an accelerated frame.

Explores rotational motion in cylindrical coordinates, constraints, and bonding forces in various scenarios.

Covers forces in non-inertial reference frames, constraints, and the use of pulleys and ropes.

Explores Earth dynamics and the Foucault pendulum experiment, discussing forces, motion equations, and the double pendulum system.

Explores rotation in two dimensions, covering vector products, angular momentum, and kinetic energy of solids.