Lectures related to Constraints, Power, Work, and Kinetic Energy

Explains the concepts of energy, work, and power in mechanics.

Covers important orthogonal polynomials in physics used to represent angular and radial dependencies in fields and quantum systems.

Explores work in mechanics, kinetic and potential energy, conservative forces, and the conservation of mechanical energy.

Explores Legendre polynomials properties and their use in numerical integration.

Explores the natural system of units, emphasizing Newton and Maxwell theories in CGS units and their implications in quantum mechanics.

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

Covers nanoscale metrology, optical microscopy, atomic force microscopy, electron microscopy, and the redefinition of units.

Covers loop closing, error reporting, and running simulations in the VALI tutorial.