Quantum mechanics : concepts and applications

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Quantum mechanics : concepts and applications / Nouredine Zettili

版:: 2nd ed
資料種別:: 図書
出版情報:: Chichester, West Sussex, U.K. : Wiley, c2009
形態:: xvi, 671 p. ; 25 cm
著者名:: Zettili, Nouredine <DA16629381>
ISBN:: 9780470026786 [0470026782] (: hbk)
9780470026793 [0470026790] (: pbk)
書誌ID:: BA89167848

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Quantum mechanics : concepts and applications. 3rd ed (: pbk)
Nouredine Zettili , John Wiley & Sons , 2022

書誌詳細

注記:

Includes index

主題:

Quantum theory

言語:

英語

目次情報:

Preface

Origins of Quantum Physics / 1：

Historical Note / 1.1：

Particle Aspect of Radiation / 1.2：

Wave Aspect of Particles / 1.3：

Particles versus Waves / 1.4：

Indeterministic Nature of the Microphysical World / 1.5：

Atomic Transitions and Spectroscopy / 1.6：

Quantization Rules / 1.7：

Wave Packets / 1.8：

Concluding Remarks / 1.9：

Solved Problems / 1.10：

Exercises

Mathematical Tools of Quantum Mechanics / 2：

Introduction / 2.1：

The Hilbert Space and Wave Functions / 2.2：

Dirac Notation / 2.3：

Operators / 2.4：

Representation in Discrete Bases / 2.5：

Representation in Continuous Bases / 2.6：

Matrix and Wave Mechanics / 2.7：

Postulates of Quantum Mechanics / 2.8：

The Basic Postulates of Quantum Mechanics / 3.1：

The State of a System / 3.3：

Observables and Operators / 3.4：

Measurement in Quantum Mechanics / 3.5：

Time Evolution of the System's State / 3.6：

Symmetries and Conservation Laws / 3.7：

Connecting Quantum to Classical Mechanics / 3.8：

One-Dimensional Problems / 3.9：

Properties of One-Dimensional Motion / 4.1：

The Free Particle: Continuous States / 4.3：

The Potential Step / 4.4：

The Potential Barrier and Well / 4.5：

The Infinite Square Well Potential / 4.6：

The Finite Square Well Potential / 4.7：

The Harmonic Oscillator / 4.8：

Numerical Solution of the Schr_dinger Equation / 4.9：

Angular Momentum / 4.10：

Orbital Angular Momentum / 5.1：

General Formalism of Angular Momentum / 5.3：

Matrix Representation of Angular Momentum / 5.4：

Geometrical Representation of Angular Momentum / 5.5：

Spin Angular Momentum / 5.6：

Eigen functions of Orbital Angular Momentum / 5.7：

Three-Dimensional Problems / 5.8：

3D Problems in Cartesian Coordinates / 6.1：

3D Problems in Spherical Coordinates / 6.3：

Rotations and Addition of Angular Momenta / 6.4：

Rotations in Classical Physics / 7.1：

Rotations in Quantum Mechanics / 7.2：

Addition of Angular Momenta / 7.3：

Scalar, Vector and Tensor Operators / 7.4：

Identical Particles / 7.5：

Many-Particle Systems / 8.1：

Systems of Identical Particles / 8.2：

The Pauli Exclusion Principle / 8.3：

The Exclusion Principle and the Periodic Table / 8.4：

Approximation Methods for Stationary States / 8.5：

Time-Independent Perturbation Theory / 9.1：

The Variational Method / 9.3：

The Wentzel "Kramers" Brillou in Method / 9.4：

Time-Dependent Perturbation Theory / 9.5：

The Pictures of Quantum Mechanics / 10.1：

Adiabatic and Sudden Approximations / 10.3：

Interaction of Atoms with Radiation / 10.5：

Scattering Theory / 10.6：

Scattering and Cross Section / 11.1：

Scattering Amplitude of Spinless Particles / 11.2：

The Born Approximation / 11.3：

Partial Wave Analysis / 11.4：

Scattering of Identical Particles / 11.5：

The Delta Function / 11.6：

One-Dimensional Delta Function / A.1：

Three-Dimensional Delta Function / A.2：

Angular Momentum in Spherical Coordinates / B：

Derivation of Some General / B.1：

Gradient and Laplacianin Spherical Coo / B.2：

Preface

Origins of Quantum Physics / 1：

Historical Note / 1.1：

Particle Aspect of Radiation / 1.2：

Wave Aspect of Particles / 1.3：

Particles versus Waves / 1.4：

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