General Principles of Quantum Mechanics |
Contents
CHAPTER | 1 |
The Measurement of Position and Momentum | 8 |
The Wave Function of a Particle Acted on by Forces | 23 |
Copyright | |
18 other sections not shown
Other editions - View all
Common terms and phrases
according to eq angular momentum antisymmetric arbitrary functions atom classical co-ordinates commute components considered continuity equation corresponding d³x defined denotes density determined diagonal Dirac eigenfunctions eigenvalues electron energy expectation value fact factor field strengths finite follows free-particle further generalisation given Heisenberg hence Hermitian Hermitian matrix Hermitian operator integral interaction introduce linear m² c² material particle matrix elements matrix mechanics measurement N₁ non-relativistic normalised obtain operator H orthogonal P.A.M. Dirac P₁ particular Pauli perturbation photon Phys Physik position potential probability problem quantisation quantities Quantum Electrodynamics quantum mechanics quantum numbers quantum theory radiation region relation relativistic invariance representation rotations satisfy Schrödinger solution space spin stationary symmetric term tion transformation unitary vanishes vector velocity wave equation wave function wave-length wave-packet x₁ zero αλ ΔΕ θψ дх