物理学经典英文教材系列:现代量子力学(修订版)
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作者J.J.Sakurai 著
出版社世界图书出版公司
出版时间2006-01
版次1
装帧平装
上书时间2024-07-17
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书中有笔记划线,请参考图片下单。
图书标准信息
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作者
J.J.Sakurai 著
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出版社
世界图书出版公司
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出版时间
2006-01
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版次
1
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ISBN
9787506273145
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定价
36.00元
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装帧
平装
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开本
24开
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纸张
胶版纸
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页数
500页
- 【内容简介】
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本书作者Sakurai是一位杰出的理论物理学家和粒子物理学家。本书对于量力学概念的介绍与传统的做法不同,没有受制于量子力学发展的历史线索,力求从一开始就摆脱经典力学的束缚。它直接从量子力学特有的电子自旋的观测实验出发,围绕其状态的概率特征和叠加原理展开对于量子力学基本概念和基本原理的阐述。从空间平移、空间转动及时间演化等对称性变换出发,引入动量、角动量及哈密顿算符等基本力学量,讨论它们的本征值问题,它们的运动方程及与经典力学的关系,从而直接切入量子力学的核心问题。这种被称之为“用量子力学方式来思考”的做法贯穿全书,是本书最引入瞩目之处。
国内已经出版了不少高等量子力学的教材,但与之直接对应的国外教材却并不多见。本书从其设定的读者对象、它的选材范围以及其深度与广度来看,都非常适合这方面的要求。如果从双语教学角度来考虑,它无疑也是理想教材的候选者。
- 【作者简介】
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JunJohnSakurai,wasbornin1993inTokyoandcametotheUnitedStatesasahighschoollstudentin1949.HestudiedatHarvardandatCornell,wherehereceivedhish.D.in1958.HewasthenappointedassistantprofessorofPhysicsattheUniversityofChicago,andbecameafullprofessorin1964.HestayedatChicagountil1970whenhemovedtotheUniversityofCaliforniaatLosAngeles,Whereheremaineduntilhisdeath.Duringhislifetimehewrote119articlesintheoreticalphysicsofelementaryparticlesaswellasseveralbooksandmonographsonbothquantumandparticletheory.
- 【目录】
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Contents
Foreword
Preface
InMemoriam
1FUNDAMENTALCONCEPTS
1.1TheStern-gerlachExperiment
1.2Kets,Bras,andOperators
1.3BaseKetsandMatrixRepresentations
1.4Measurements,Observales,andtheUncertaintyRelations
1.5ChangeofBasis
1.6Position,Momentum,andTranslation
1.7WaveFunctionsinPostionandMomentumSpace
Problems
2QUANTUMDYNAMICS
2.1TimeEvolutionandtheSchrodingerEquation
2.2TheSchrodingerVersustheHeisenbergPicture
2.3SimpleHarmonicOscillator
2.4SchrodingersWaveEquation
2.5PropagatorsandFeynmanPathIntegrals
2.6PotentialsandGaugeTransformations
Problems
3THEORYOFANGULARMOMENTUM
3.1RotationsandAngularMomentumCommutationRelations
3.2Spin1/2SystemsandFiniteRoations
3.3SO(3),Su(2),andEulerRoations
3.4DensityOperatorsandPureVersusMuixedEnsembles
3.5EigenvaluesandEigenstatesofAngularMomentum
3.6OrbitalAngularMomentum
3.7AdditionofAngularMomenta
3.8SchwingersOscillatorModelofAngularMomentum
3.9SpinCorelationMeasurementsandBellsInequality
3.10TensorOperators
Problems
4SYMMETRYINQUANTUMMECHANICS
4.1Symmetries,COnservationLawsandDegeneracies
4.2DiscreteSymmetries,Parity,orSpaceInversion
4.3LatticeTranslationasaiscreteSymmetry
4.4TheTime-ReversalDiscreteSymmetry
Problems
5APPROXIMATIONMETHODS
5.1Time-IndependentPerturbationTheory:NondegenerateCase
5.2Time-IndependentPerturbationTheory:TheDegenerateCase
5.3HydrogenlikeAtoms:FineStructureandtheZeemanEffect
5.4VariationalMethods
5.5Time-DependentPotentials:TheInteractionPicture
5.6Time-DependentPerturbationTheory
5.7ApplicationstoInteractionswiththeCLassicalRadiationField
5.8EnergyShiftandDecayWidth
Problems
6IDENTICALPARTICLES
6.1PermutationSymmetry
6.2SymmetrizationPostulate
6.3Two-ElectronSystem
6.4TheHeliumAton
6.5PermutationSymmetryandYoungTableaux
Problems
7SCATTERINGTHEROY
7.1TheLippmann-SchwingerEquation
7.2TheBornApproximation
7.3OpticalTheorem
7.4EikonalApproximation
7.5Free-ParticleStates:PlaneWavesVersusSphericalWaves
7.6MethodofPartialWaves
7.7Low-EnergyScatteringandBoundStates
7.8ResonanceScattering
7.9IdenticalParticlesandScattering
7.10SymmertyConsiderationsinScattering
7.11Time-DependentFormulationofScattering
7.12InelasticElectron-AtomScattering
7.13CoulombScattering
Problems
AppendixA
AppendixB
AppendixC
SupplementⅠAdiabaticChangeandGeometricalPhase
SupplementⅡNon-ExponentialDecays
Bibliography
INdex
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