Exercises for the feynman lectures on physics

Exercises for volume I. Atoms in motion

Conservation of energy, statics

Kepler's laws and gravitation

Kinematics

Newton's laws

Conservation of momentum

Vectors

Non-relativistic two-body collisions in three dimensions

Forces

Potentials and fields

Units and dimensions

Relativistic kinematics and dynamics, mass and rest energy equivalence

Relativistic energy and momentum

Rotation in two dimensions, the center of mass

Angular momentum, the moment of inertia

Rotation in three dimensions

The harmonic oscillator, linear differential equations

Algebra

Forced oscillations with damping

Geometrical optics

Electromagnetic radiation: interference

Electromagnetic radiation: diffraction

Electromagnetic radiation: refraction, dispersion, absorption

Electromagnetic radiation: radiation damping, scattering

Electromagnetic radiation: polarization

Electromagnetic radiation: relativistic effects

Quantum behavior: waves, particles, and photons

Kinetic theory of gases

Principles of statistical mechanics

Applications of kinetic theory: equipartition

Applications of kinetic theory: transport phenomena

Thermodynamics

Illustrations of thermodynamics

The wave equation, sound

Linear wave systems: beats, modes

Fourier analysis of waves

Exercises for volume II. Electromagnetism

Differential calculus of vector fields

Vector integral calculus

Electrostatistics

Applications of Gauss' Law

The electric field in various circumstances

The electric field in various circumstances (continued)

Electrostatic energy

Dielectrics

Inside dielectrics

Electrostatic analogs

Magentostatics

The magnetic field in various situations

The vector potential

The laws of induction

Solutions of Maxwell's equations in free space

Solutions of Maxwell's equations with currents and charges

AC circuits

Cavity resonators

Waveguides

Electrodynamics in relativistic notation

Lorentz transformations of the fields

Field energy and field momentum

Electromagnetic mass

The motion of charges in electric and magnetic fields

Refractive index of dense materials

Reflection from surfaces

The magnetism of matter

Paramagnetism and magnetic resonance

Ferromagnetism

Elasticity

The flow of dry water

The flow of wet water

Exercises for volume III. Probability amplitudes

Identical particles

Spin one

Spin one-half

The dependence of amplitudes on time

The Hamiltonian matrix

The ammonia maser

Other two-state systems

More two-state systems

The hyperfine splitting in hydrogen

Propagation in a crystal lattice

Semiconductors

The independent particle approximation

The dependence of amplitudes on position

Angular momentum

The hydrogen atom and the periodic table.