Quantum MechanicsThis introductory course on quantum mechanics is the basic lecture that precedes and completes the author's second book Advanced Quantum Mechanics. This new edition is up-to-date and has been revised. Coverage meets the needs of students by giving all mathematical steps and worked examples with applications throughout the text as well as many problems at the end of each chapter. It contains nonrelativistic quantum mechanics and a short treatment of the quantization of the radiation field. Besides the essentials, the book also discusses topics such as the theory of measurement, the Bell inequality, and supersymmetric quantum mechanics. |
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Inhalt
| 1 | |
| 13 | |
OneDimensional Problems 47 | 46 |
The Uncertainty Relation | 97 |
Angular Momentum | 107 |
The Central Potential I | 119 |
Motion in an Electromagnetic Field | 143 |
Operators Matrices State Vectors 159 | 158 |
The Zeeman Effect and the Stark Effect | 259 |
Problems | 269 |
Problems | 287 |
Scattering Theory | 325 |
Supersymmetric Quantum Theory | 355 |
State and Measurement in Quantum Mechanics 369 | 368 |
Appendix | 399 |
| 416 | |
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according addition angular momentum approximation atom basis becomes bound calculate called classical coefficients commute complete condition consider continuous coordinates corresponding Coulomb defined density dependent derivative determine differential discuss effect eigenfunctions eigenstates eigenvalues electron elements energy example expansion expectation value experiment factor field final follows further given gives ground Hamiltonian harmonic Hence holds hydrogen independent integral interaction introduce leads levels limit magnetic field mass matrix means measurement motion normalization nuclear nuclei observable obtain occur operator orbital oscillator particle phase physical position potential probability problem properties quantity quantum mechanics radial region relation Remark representation represented resonance respect result rotation satisfy scattering Schrödinger equation Sect shift Show solution space spherical spin stationary Substituting symmetric takes term theory transformation transition uncertainty vector wave function wave packet zero
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Bibliografische Informationen
| Titel | Quantum Mechanics |
| Autor/in | Franz Schwabl |
| Ausgabe | 4, illustriert |
| Verlag | Springer Science & Business Media, 2007 |
| ISBN | 3540719334, 9783540719335 |
| Länge | 424 Seiten |
| Zitat exportieren | BiBTeX EndNote RefMan |