Quantum Mechanics Volume 1Hermann |
Contents
Introduction | 3 |
B Material particles and matter waves | 18 |
Particle in a timeindependent scalar potential | 31 |
Complements of chapter I | 41 |
Complements of chapter II | 164 |
Exercises | 203 |
The postulates of quantum mechanics | 211 |
Complements of chapter III | 267 |
Complements of chapter IV | 416 |
Systems of identical particles 1369 | 430 |
The onedimensional harmonic oscillator | 481 |
Complements of chapter V | 509 |
General properties of angular momentum in quantum | 641 |
Complements of chapter VI | 677 |
Particle in a central potential The hydrogen atom | 773 |
Complements of chapter VII | 804 |
spin | 385 |
B Illustration of the postulates in the case of a spin 12 | 395 |
General study of twolevel systems | 405 |
BIBLIOGRAPHY | 873 |
| 891 | |
Common terms and phrases
A₁ amplitude analogous angular momentum arbitrary associated assume axis basis calculate chap chapter classical mechanics closure relation coefficients commute components consider constant corresponding d³r defined density E₁ eigenfunctions eigenstates eigenvalue equation eigenvectors electromagnetic electron energy levels equal evolution example expression F₁ figure formula frequency given ħ² Hamiltonian harmonic oscillator Hermitian Hermitian operator hydrogen atom integral L₂ linear magnetic field matrix elements mean value measurement molecule motion observables obtain one-dimensional operator orbitals orthonormal orthonormal basis P₁ particle photons physical system plane polarized position potential energy probability properties quantization quantum mechanics radiation representation respect rotation Schrödinger equation space spectrum spherical harmonics spin stationary subspace t₁ tensor product transform u₁ variables vector velocity vibrational wave function wave packet width x₁ zero Φη Φο