Quantum physics of atoms, molecules, solids, nuclei, and particles /

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Detalles Bibliográficos
Autor principal: Eisberg, Robert
Otros Autores: Resnick, Robert
Formato: Libro
Lenguaje:Inglés
Publicado: [New York, NY] : John Wiley & Sons, c1985
Edición:2nd. ed.
Materias:
TEORIA CUANTICA
Aporte de:Registro referencial: Solicitar el recurso aquí
Biblioteca Central Dr. Luis F. Leloir (FCEN) de Universidad de Buenos Aires
Tabla de Contenidos:
  • 1 THERMAL RADIATION AND PLANCK'S POSTULATE
  • 2 PHOTONS—PARTICLELIKE PROPERTIES OF RADIATION
  • 3 DE BROGLIE'S POSTULATE—WAVELIKE PROPERTIES OF PARTICLES
  • 4 BOHR'S MODEL OF THE ATOM
  • 5 SCHROEDINGER'S THEORY OF QUANTUM MECHANICS
  • 6 SOLUTIONS OF TIME-INDEPENDENT SCHROEDINGER EQUATIONS
  • 7 ONE-ELECTRON ATOMS
  • 8 MAGNETIC DIPOLE MOMENTS, SPIN, AND TRANSITION RATES
  • 9 MULTIELECTRON ATOMS—GROUND STATES AND X-RAY EXCITATIONS
  • 10 MULTIELECTRON ATOMS—OPTICAL EXCITATIONS
  • 11 QUANTUM STATISTICS
  • 12 MOLECULES
  • 13 SOLIDS—CONDUCTORS AND SEMICONDUCTORS
  • 14 SOLIDS—SUPERCONDUCTORS AND MAGNETIC PROPERTIES
  • 15 NUCLEAR MODELS
  • 16 NUCLEAR DECAY AND NUCLEAR REACTIONS
  • 17 INTRODUCTION TO ELEMENTARY PARTICLES
  • 18 MORE ELEMENTARY PARTICLES
  • Appendix A The Special Theory of Relativity
  • Appendix B Radiation from an Accelerated Charge
  • Appendix C The Boltzmann Distribution
  • Appendix D Fourier Integral Description of a Wave Group
  • Appendix E Rutherford Scattering Trajectories
  • Appendix F Complex Quantities
  • Appendix G Numerical Solution of the Time-Independient Schroedinger Equation for a Square Well Potential
  • Appendix H Analytical Solution of the Time-Independient Schroedinger Equation for a Square Well Potential
  • Appendix I Series Solution of the Time-Independient Schroedinger Equation for a Simple Harmonic Oscillator Potential
  • Appendix J Time-Independient Perturbation Theory
  • Appendix K Time-Dependent Perturbation Theory
  • Appendix L The Born Approximation
  • Appendix M The Laplacian and Angular Momentum Operators in Spherical Polar Coordinates
  • Appendix N Series Solutions of the Angular and Radial Equations for a One-Electron Atom
  • Appendix O The Thomas Precession
  • Appendix P The Exclusion Principle in LS Coupling
  • Appendix Q Crystallography
  • Appendix R Gauge Invariance in Classical and Quantum Mechanical Electromagnetism
  • Appendix S Answers to Selected Problems
  • Index

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