Quantum Mechanics Volume 2Hermann |
Table des matières
Chapter Xlll Approximation methods | 912 |
Representations in the state space | 924 |
Chapter VI | 935 |
Complements of chapter ll | 937 |
General properties of angular momentum in quantum | 954 |
Electron spin | 966 |
Chapter XII | 968 |
Waves and particles Introduction to the fundamental | 970 |
Complements of chapter V | 1246 |
Calculation of the mean values of the finestructure Hamiltonian | 1257 |
The influence of the electron spin on the Zeeman eflect of | 1270 |
The Stark eflect for the hydrogen atom | 1279 |
READERS GUIDE | 1303 |
Linear and nonlinear responses of a twolevel system subject | 1323 |
Oscillations of a system between two discrete states under | 1340 |
Exercises | 1356 |
B Special properties of angular momentum 12 | 972 |
Chapter III | 979 |
Complements of chapter I | 982 |
A Introduction | 999 |
Chapter VII | 1000 |
B Statement of the postulates | 1005 |
Chapter XIV | 1008 |
Complements of chapter lll | 1025 |
Stationary perturbation theory | 1095 |
Perturbation of a degenerate level | 1105 |
Complements of chapter | 1109 |
The onedimensional harmonic oscillator 481 | 1148 |
the fine | 1212 |
The fine structure of the n 2 level | 1220 |
The hyperfine structure of the n 1 level _ | 1231 |
Systems of identical particles | 1371 |
B Permutation operators | 1377 |
The symmetrization postulate | 1387 |
Discussion | 1396 |
CvII | 1439 |
Fourier series and Fourier transforms | 1458 |
Particle in a central potential The hydrogen atom | 1479 |
Lagrangian and Hamiltonian in classical mechanics | 1482 |
BIBLIOGRAPHY | 1499 |
The hydrogen atom | 1503 |
94 | 1510 |
1517 | |
1518 | |
1522 | |
903 | 1523 |
Expressions et termes fréquents
amplitude angular frequency approximation associated assume basis Bohr calculate central potential chap chapter VIII Clebsch-Gordan coefficients collision commute complement components configuration consider constant corresponding coupling cross section defined definition degeneracy diagonal effect eigenfunction eigenstates eigenvalues eigenvectors electric dipole electron energy levels equal equation example expansion expression fermions field fig finally find finding fine structure first order fixed formula free spherical waves Hamiltonian hydrogen atom hyperfine identical particles infinite influence integral interaction kets linear magnetic field magnetic moment matrix elements mean value momenta multipole multipole moments non-zero nucleus obtain operator orthogonal orthonormal oscillator partial waves perturbation theory phase shifts physical plane wave potential V(r problem proton quantum mechanics quantum numbers reflection relation resonance rotation satisfied scattering space spherical harmonics stationary subspace sufficient symmetrization theorem total angular momentum variables variational method vector wave function Wigner-Eckart theorem Zeeman Zeeman effect zero