Foundations of Oscillations and Waves

Model simple harmonic motion mathematically and solve for displacement, velocity, and acceleration.

Calculate kinetic, potential, and total energy in oscillating systems like springs and pendulums.

Derive the general equation for a one-dimensional progressive wave.

Construct the equation of a wave from its physical parameters (amplitude, wavelength, frequency).

Solve problems relating wave speed, frequency, and wavelength.

Calculate phase differences and path differences between points on a wave.