Quantum Mechanics 6th Rae Solution Manual

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Product details:

• ISBN-10 ‏ : ‎ 9781482299182
• ISBN-13 ‏ : ‎ 978-1482299182
• Author: Alastair I.M. Rae

A Thorough Update of One of the Most Highly Regarded Textbooks on Quantum Mechanics

Continuing to offer an exceptionally clear, up-to-date treatment of the subject, Quantum Mechanics, Sixth Edition explains the concepts of quantum mechanics for undergraduate students in physics and related disciplines and provides the foundation necessary for other specialized courses. This sixth edition builds on its highly praised predecessors to make the text even more accessible to a wider audience. It is now divided into five parts that separately cover broad topics suitable for any general course on quantum mechanics.

Table of contents:

Waves, Electromagnetism, and the Limits of Classical Physics
The Physics and Mathematics of Waves
A REVIEW OF SIMPLE HARMONIC MOTION
THE STRETCHED STRING EQUATION OF MOTION
STANDING WAVES AND FOURIER SERIES
THE FOURIER TRANSFORM PROBLEMS

 

Maxwell’s Equation and Electromagnetic Waves
MAXWELL’S EQUATIONS AS INTEGRALS
SURFACE THEOREMS IN VECTOR CALCULUS
MAXWELL’S EQUATION AS DERIVATIVES
ELECTROMAGNETIC WAVES
ELECTROMAGNETIC RADIATION

 

Particle Mechanics, Relativity, and Photons
NEWTON, MAXWELL, AND EINSTEIN
SPACETIME IN SPECIAL RELATIVITY
VELOCITY, MOMENTUM, AND ENERGY

 

The Early Development of Quantum Mechanics
THE PHOTOELECTRIC EFFECT
THE COMPTON EFFECT
LINE SPECTRA AND ATOMIC STRUCTURE
DE BROGLIE WAVES
WAVE-PARTICLE DUALITY
THE REST OF THIS BOOK

 

Elementary Wave Mechanics
The One-Dimensional Schrödinger Equations
THE TIME-DEPENDENT SCHRÖDINGER EQUATION
THE TIME-INDEPENDENT SCHRÖDINGER EQUATION
BOUNDARY CONDITIONS
THE INFINITE SQUARE WELL
THE FINITE SQUARE WELL
QUANTUM MECHANICAL TUNNELLING
THE HARMONIC OSCILLATOR

 

The Three-Dimensional Schrödinger Equations
THE WAVE EQUATIONS
SEPARATION IN CARTESIAN COORDINATES
SEPARATION IN SPHERICAL POLAR COORDINATES
THE HYDROGENIC ATOM

 

Formal Foundations
The Basic Postulates of Quantum Mechanics
THE WAVE FUNCTION
THE DYNAMICAL VARIABLES
PROBABILITY DISTRIBUTIONS
COMMUTATION RELATIONS
THE UNCERTAINTY PRINCIPLE
THE TIME DEPENDENCE OF THE WAVE FUNCTION
DEGENERACY
THE HARMONIC OSCILLATOR AGAIN
THE MEASUREMENT OF MOMENTUM BY COMPTON SCATTERING

 

Angular Momentum I
THE ANGULAR-MOMENTUM OPERATORS
THE ANGULAR MOMENTUM EIGENVALUES AND EIGENFUNCTIONS
THE EXPERIMENTAL MEASUREMENT OF ANGULAR MOMENTUM
A GENERAL SOLUTION TO THE ANGULAR MOMENTUM EIGENVALUE PROBLEM

 

Angular Momentum II
MATRIX REPRESENTATIONS
PAULI SPIN MATRICES
SPIN AND THE QUANTUM THEORY OF MEASUREMENT
DIRAC NOTATION
SPIN-ORBIT COUPLING AND THE ZEEMAN EFFECT
A MORE GENERAL TREATMENT OF THE COUPLING OF ANGULAR MOMENTA

 

Time-Independent Perturbation Theory and the Variational Principle
PERTURBATION THEORY FOR NONDEGENERATE ENERGY LEVELS
PERTURBATION THEORY FOR DEGENERATE ENERGY LEVELS
THE VARIATIONAL PRINCIPLE

 

Extensions and Approximation Schemes
Time Dependence
TIME-INDEPENDENT HAMILTONIANS
THE SUDDEN APPROXIMATION
TIME-DEPENDENT PERTURBATION THEORY
TRANSITIONS BETWEEN ATOMIC ENERGY LEVELS
THE EHRENFEST THEOREM
THE AMMONIA MASER

 

Scattering
SCATTERING IN ONE DIMENSION
SCATTERING IN THREE DIMENSIONS
THE BORN APPROXIMATION
PARTIAL WAVE ANALYSIS

 

Many-Particle Systems
GENERAL CONSIDERATIONS
ISOLATED SYSTEMS
NONINTERACTING PARTICLES
INDISTINGUISHABLE PARTICLES
MANY-PARTICLE SYSTEMS
THE HELIUM ATOM
SCATTERING OF IDENTICAL PARTICLES

Relativity and Quantum Mechanics
BASIC RESULTS IN SPECIAL RELATIVITY
THE DIRAC EQUATION
ANTIPARTICLES
OTHER WAVE EQUATIONS
QUANTUM FIELD THEORY AND THE SPIN-STATISTICS THEOREM

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