Problems in Quantum MechanicsElsevier, 22 Οκτ 2013 - 428 σελίδες International Series in Natural Philosophy, Volume 30: Problems in Quantum Mechanics focuses on the processes, principles, reactions, and methodologies involved in quantum mechanics. The publication first elaborates on the mathematical formalism of quantum mechanics, simple quantum systems, and mean values and uncertainty relations. Discussions focus on mean values of dynamical variables, uncertainty relations, eigenfunctions and the energy spectrum, motion in a central field, matrix representation of vectors and operators, Hubert spaces, and operators in Hilbert space. The text then takes a look at mean values and uncertainty relations, semi-classical approximation, and pictures and representations. The book takes a look at orbital angular momentum and spin, systems of identical particles, and perturbation theory. Topics include variational method, stationary state perturbation theory, isotopic spin, second quantization, properties of angular momentum operators, and angular momentum and rotations of coordinate axes. The manuscript also ponders on functions used in quantum mechanics, relativistic quantum mechanics, and radiation theory. The publication is a dependable reference for researchers interested in quantum mechanics. |
Περιεχόμενα
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CHAPTER III MEAN VALUES AND UNCERTAINTY RELATIONS | 75 |
CHAPTER V PICTURES AND REPRESENTATIONS | 112 |
CHAPTER VI ORBITAL ANGULAR MOMENTUM AND SPIN | 143 |
CHAPTER VII SYSTEMS OF IDENTICAL PARTICLES SECOND QUANTIZATION | 180 |
CHAPTER VIII PERTURBATION THEORY THE VARIATIONAL METHOD | 203 |
CHAPTER IX TIMEDEPENDENT PERTURBATIONS RADIATION THEORY | 225 |
CHAPTER X COLLISION THEORY | 263 |
CHAPTER XI ATOMS AND MOLECULES | 321 |
CHAPTER XII RELATIVISTIC QUANTUM MECHANICS | 337 |
APPENDIX CERTAIN FUNCTIONS USED IN QUANTUM MECHANICS | 396 |
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OTHER TITLES IN THE SERIES | 419 |
Άλλες εκδόσεις - Προβολή όλων
Συχνά εμφανιζόμενοι όροι και φράσεις
anti-symmetrical asymptotic becomes bound calculate Chapter classical coefficients commutation rules components condition constant coordinate corresponding Coulomb defined denote density determined differential cross-section differential equation dipole Dirac equation eigenfunctions eigenvalues eigenvectors electron energy levels energy spectrum expression free particle function given Hamiltonian harmonic oscillator hence Hermitian Hermitian operator hydrogen atom hydrogen-like atom integral equation interaction isotopic spin kinetic energy Klein–Gordon equation magnetic field matrix elements mean value motion non-relativistic normalization notation nucleons nucleus obtain op.cit orbital angular momentum perturbation theory polar poles polynomial positive potential energy preceding problem probability protons Quantum Mechanics quantum number radial equation relation representation respectively result rotation satisfy scattering cross-section Schrödinger equation second quantization Show solution spherical Substituting symmetrical time-dependent tion transformation unperturbed valid vanishes variables vector wavefunction whence WKB approximation written zero