简明量子力学

作者: [美] 马翰（Gerald D. Mahan）著

出版社: 世界图书出版公司

出版时间: 2013-01

版次: 1

ISBN: 9787510050671

定价: 89.00

装帧: 平装

开本: 16开

纸张: 胶版纸

页数: 399页

正文语种: 简体中文

分类: 自然科学

3 张插图图片

26人买过

　　Thismanuscriptisatextbookforagraduatecourseinquantummechanics.Ihavetaughtthiscourse15-20timesandgraduallydevelopedthesenotes.Orginally，IusedasatextQuantumMechanicsbyA.S.Davydov.Whenthatfinebookwentoutofprint，Iwrotethesenotesfollowingasimilarsyllabus.Itcontainsmuchnewmaterialnotfoundinoldertexts.
　　Thebeginningchaptersfollowatraditionalsyllabus.TopicsincludesolvingSchrodingersequationinone，two，andthreedimensions.Approximatetechniquesareintroducedsuchas（1）variational，（2）WKBJ，and（3）perturbationtheory.Manyexamplesaretakenfromthequantummechanicsofatomsandsmallmolecules.Solid-stateex-amplesincludeexchangeenergy，Landaulevels，andthequantumHalleffect.laterchaptersdiscussscatteringtheoryandrelativisticquantummechanics.Thechapteronopticalpropertiesincludesbothlinearandnonlinearopticalphenomena.Eachchapterconcludeswithnumeroushomeworkproblems.
　　Preliminaryversionsoftheselectureshavebeenhandedtoseveralgenerationsofgraduatestudents.Theirfeedbackhasbeeninvaluableinhoningthematerial. Preface
1Introduction
1.1Introduction
1.2Schrodinger'sEquation
1.3Eigenfunctions
1.4Measurement
1.5Representations
1.5.1SchrodingerRepresentation
1.5.2HeisenbergRepresentation
1.6NoncommutingOperators

2OneDimension
2.1SquareWell
2.2LinearPotentials
2.3HarmonicOsallator
2.4RaisingandLoweringOperators
2.5ExponentialPotential
2.5.1Boun,dState
2.5.2Contin,uumState
2.6Delta-FunctionPotential
2.7NumberofSolutions
2.8Normalization
2.8.1Boun,dStates
2.8.2BoxNormalization
2.8.3Delta-FunctionNormalization
2.8.4TheLimitofInfiniteVolume
2.9WavePackets

3ApproximateMethods
3.1WKBJ
3.2BoundStatesbyWKBJ
3.2.1HarmonicOscillator
3.2.2MorsePotential
3.2.3SymmetricRamp
3.2.4DiscontinuousPotentials
3.3ElectronTunneling
3.4VariationalTheory
3.4.1Half-SpacePotential
3.4.2HarmonicOscillatorinOneDimension

4SpinandAngularMomentum
4.1Operators,Eigenvalues,andEigenfunctic
4.1.1CommutationRelations
4.1.2RaisingandLoweringOperators
4.1.3Eigenfun,aionsan,dEigenvalues
4.2Representations
4.3RigidRotations
4.4TheAdditionofAngularMomentum

5TwoandThreeDimensions
5.1PlaneWavesinThreeDimensions
5.2PlaneWavesinTwoDimensions
5.3CentralPotentials
5.3.1CentralPotentialsin3D
5.3.2CentralPotentialin2D
5.4CoulombPotentials
5.4.1BoundStates
5.4.2ConfluentHypergeometricFunctions
5.4.3HydrogenEigenfunaions
5.4.4ContinuumStates
5.5WKBJ
5.5.1ThreeDimensions
5.5.23DHvdrogenAtom
5.5.3TwoDimensions
……
6MatrixMethodsandPerturbationTheory
7Time-DependentPerturbations
8ElectromagneticRadiation
9Many-ParticleSystems
10ScatteringTheory
11RelativisticQuantumMechanics
Index
内容简介:
　　Thismanuscriptisatextbookforagraduatecourseinquantummechanics.Ihavetaughtthiscourse15-20timesandgraduallydevelopedthesenotes.Orginally，IusedasatextQuantumMechanicsbyA.S.Davydov.Whenthatfinebookwentoutofprint，Iwrotethesenotesfollowingasimilarsyllabus.Itcontainsmuchnewmaterialnotfoundinoldertexts.
　　Thebeginningchaptersfollowatraditionalsyllabus.TopicsincludesolvingSchrodingersequationinone，two，andthreedimensions.Approximatetechniquesareintroducedsuchas（1）variational，（2）WKBJ，and（3）perturbationtheory.Manyexamplesaretakenfromthequantummechanicsofatomsandsmallmolecules.Solid-stateex-amplesincludeexchangeenergy，Landaulevels，andthequantumHalleffect.laterchaptersdiscussscatteringtheoryandrelativisticquantummechanics.Thechapteronopticalpropertiesincludesbothlinearandnonlinearopticalphenomena.Eachchapterconcludeswithnumeroushomeworkproblems.
　　Preliminaryversionsoftheselectureshavebeenhandedtoseveralgenerationsofgraduatestudents.Theirfeedbackhasbeeninvaluableinhoningthematerial.
目录:
Preface
1Introduction
1.1Introduction
1.2Schrodinger'sEquation
1.3Eigenfunctions
1.4Measurement
1.5Representations
1.5.1SchrodingerRepresentation
1.5.2HeisenbergRepresentation
1.6NoncommutingOperators

2OneDimension
2.1SquareWell
2.2LinearPotentials
2.3HarmonicOsallator
2.4RaisingandLoweringOperators
2.5ExponentialPotential
2.5.1Boun,dState
2.5.2Contin,uumState
2.6Delta-FunctionPotential
2.7NumberofSolutions
2.8Normalization
2.8.1Boun,dStates
2.8.2BoxNormalization
2.8.3Delta-FunctionNormalization
2.8.4TheLimitofInfiniteVolume
2.9WavePackets

3ApproximateMethods
3.1WKBJ
3.2BoundStatesbyWKBJ
3.2.1HarmonicOscillator
3.2.2MorsePotential
3.2.3SymmetricRamp
3.2.4DiscontinuousPotentials
3.3ElectronTunneling
3.4VariationalTheory
3.4.1Half-SpacePotential
3.4.2HarmonicOscillatorinOneDimension

4SpinandAngularMomentum
4.1Operators,Eigenvalues,andEigenfunctic
4.1.1CommutationRelations
4.1.2RaisingandLoweringOperators
4.1.3Eigenfun,aionsan,dEigenvalues
4.2Representations
4.3RigidRotations
4.4TheAdditionofAngularMomentum

5TwoandThreeDimensions
5.1PlaneWavesinThreeDimensions
5.2PlaneWavesinTwoDimensions
5.3CentralPotentials
5.3.1CentralPotentialsin3D
5.3.2CentralPotentialin2D
5.4CoulombPotentials
5.4.1BoundStates
5.4.2ConfluentHypergeometricFunctions
5.4.3HydrogenEigenfunaions
5.4.4ContinuumStates
5.5WKBJ
5.5.1ThreeDimensions
5.5.23DHvdrogenAtom
5.5.3TwoDimensions
……
6MatrixMethodsandPerturbationTheory
7Time-DependentPerturbations
8ElectromagneticRadiation
9Many-ParticleSystems
10ScatteringTheory
11RelativisticQuantumMechanics
Index

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简明量子力学

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