Quantum Mechanics Volume 1Hermann |
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Page viii
... superposition principle and physical predictions. . . Complements of chapter lll READER'S GUIDE . . . . . . . . Am: Particle in an infinite potential well t . . . . . . . . . . . Bl": Study of the probability current in some special ...
... superposition principle and physical predictions. . . Complements of chapter lll READER'S GUIDE . . . . . . . . Am: Particle in an infinite potential well t . . . . . . . . . . . Bl": Study of the probability current in some special ...
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Contents
Directions for | 3 |
Chapter II | 4 |
A Electromagnetic waves and photons | 10 |
B Material particles and matter waves | 18 |
D Particle in a timeindependent scalar potential | 31 |
Particle in a central potential The hydrogen atom | 33 |
Complements of chapter I | 41 |
The hydrogen atom | 47 |
INDEX | 174 |
Some atomic orbitals Hybrid orbitals | 203 |
The postulates of quantum mechanics | 212 |
The physical interpretation of the postulates concerning observables | 225 |
The physical implications of the Schrodinger equation | 236 |
VOLUME ll | 238 |
E The superposition principle and physical predictions | 252 |
Complements of chapter lll | 267 |
B Permutation operators 1377 | 94 |
BIBLIOGRAPHY | 163 |
Complements of chapter ll | 164 |
901 | 277 |
The hyperfine structure and the Zeeman eflect for muonium | 294 |
Common terms and phrases
analogous arbitrary associated assume atom calculate chap chapter classical mechanics closure relation coefficients commute complement complex numbers components concepts consider constant corresponding defined definition degenerate difficulties Dirac notation double-slit experiment eigen eigenstates eigensubspace eigenvalue equation eigenvectors eigenvectors common electric field electromagnetic electron equal example expression fact fig find finite first fixed formula Fourier transform free particle given Hermitian conjugate Hermitian operator infinite integral interference interpretation linear operator macroscopic material particles matrix elements measurement momentum non-degenerate observable obtain one-dimensional optics orthonormal basis phase phenomena photons physical quantity physical system plane waves possible postulate potential energy predictions probability amplitude probability of finding properties quantization quantum mechanics reflection representation represents result satisfied scalar product Schrodinger equation shown in figure simple slit space spectrum square potential square-integrable stationary subspace sufficiently superposition tensor product uncertainty relation unitary vector velocity wave function wave packet wavelength written zero