量子力学

量子力学
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作者:
1998-08
版次: 1
ISBN: 9787506238267
定价: 68.00
装帧: 平装
开本: 32开
纸张: 胶版纸
页数: 374页
分类: 自然科学
  • Quantummechanicsisacoresubjectinanyundergraduatephysicscourse,sinceitisthebasisforallmoderndescriptionsofthestructureandbehaviourofmatter.Thisbookprovidesanintroductiontothetheoreticalfoundationsofquantummechanicsforstudentsofexperimentalphysics.Itisintendedasanintermediatetextforthosewhohavealreadycompletedanintroductorycourseinquantumphysics.
    Aresumeanddiscussionofthephenomenawhichledtothedevelopmentofquantummechanicsisgiveninthefirstchapter,andthemathematicalstructureofthetheoryisdevelopedgraduallythroughoutthetext,alongwiththenecessarymathematicaltools.Althoughamathematicalpresentationisessential,theemphasisisonunderstandingtheneedfortheformatlismandthenatureofthecalculationsinvolvedratherthanontechnicalmathematicalskills. Preface.
    Listofsymbolsandphysicalconstants
    Chapter1Areviewoftheoriginsofquantumtheory
    1.1...andtherewaslight!
    1.2Thequantizationofenergy
    1.3Particle/waveduality
    1.4Thetwo-slitdiffractionexperiment
    1.5Uncertaintyandindeterminacy
    1.6Non-classicalphenomena
    References
    Problems

    Chapter2Thestateofaquantumsystem
    2.1Theclassicaldescriptionofthestateofaparticle
    2.2Thewavefunctionforasingleparticle
    2.3Measurementsonaquantumsystem
    2.4Thewavefunctionforafreeparticle
    2.5Freeparticlebeamsandscatteringexperiments
    References
    Problems

    Chapter3Therepresentationofdynamicalvariables
    3.1Eigenvalueequations
    3.2Energyeigenstates
    3.3Boundstatesofaparticleinaone-dimensionalsquarepotentialwell
    3.4Scatteringbyaone-dimensionalpotentialstep
    3.5Scatteringbyaone-dimensionalsquarewell
    References
    Problems

    Chapter4Moreaboutdynamicalvariables
    4.1Compatibleandincompatiblevariables
    4.2Theangularmomentumoperators
    4.3Theradialmomentumoperator
    4.4Theparityoperator
    4.5Orbitalangularmomentumeigenfunctionsandeigenalues
    4.6Angulardistributionsinorbitalangularmomentumeigenstates
    4.7Rotationalenergyinorbitalangularmomentumeigenstates
    References
    Problems

    Chapter5
    5.1Theenergyspectrumofaone-dimensionalsimpleharmonicoscillator
    5.2Theenergyeigenfunctionsoftheone-dimensionalsimpleharmonicoscillator
    5.3Vibrationalspectraofmoleculesandnuclei
    5.4Thermaloscillation,phononsandphotons
    References
    Problems
    Chapter6ladderoperators:angularmomentum
    Chapter7Symmetryandthesolutionoftheschrodingerequation
    Chapter8Magneticeffectsinquantumsystems
    Chapter9Thesuperpositionprinciple
    Chapter10Thematrixformulationofquantummechanics
    Chapter11ApproximatemethodsforsolvingtheSchrodingerequation
    Chapter12Time-dependentproblems
    Chapter13many-particlesystems
    Chapter14Coherenceinquantummechanics
    AppendixAThetwo-bodyprobleminclassicalmechanics
    AppendixBAnalyticalsolutionsofeigenvalueequations
    AppendixCThecomputerdemonstrations
    Index
  • 内容简介:
    Quantummechanicsisacoresubjectinanyundergraduatephysicscourse,sinceitisthebasisforallmoderndescriptionsofthestructureandbehaviourofmatter.Thisbookprovidesanintroductiontothetheoreticalfoundationsofquantummechanicsforstudentsofexperimentalphysics.Itisintendedasanintermediatetextforthosewhohavealreadycompletedanintroductorycourseinquantumphysics.
    Aresumeanddiscussionofthephenomenawhichledtothedevelopmentofquantummechanicsisgiveninthefirstchapter,andthemathematicalstructureofthetheoryisdevelopedgraduallythroughoutthetext,alongwiththenecessarymathematicaltools.Althoughamathematicalpresentationisessential,theemphasisisonunderstandingtheneedfortheformatlismandthenatureofthecalculationsinvolvedratherthanontechnicalmathematicalskills.
  • 目录:
    Preface.
    Listofsymbolsandphysicalconstants
    Chapter1Areviewoftheoriginsofquantumtheory
    1.1...andtherewaslight!
    1.2Thequantizationofenergy
    1.3Particle/waveduality
    1.4Thetwo-slitdiffractionexperiment
    1.5Uncertaintyandindeterminacy
    1.6Non-classicalphenomena
    References
    Problems

    Chapter2Thestateofaquantumsystem
    2.1Theclassicaldescriptionofthestateofaparticle
    2.2Thewavefunctionforasingleparticle
    2.3Measurementsonaquantumsystem
    2.4Thewavefunctionforafreeparticle
    2.5Freeparticlebeamsandscatteringexperiments
    References
    Problems

    Chapter3Therepresentationofdynamicalvariables
    3.1Eigenvalueequations
    3.2Energyeigenstates
    3.3Boundstatesofaparticleinaone-dimensionalsquarepotentialwell
    3.4Scatteringbyaone-dimensionalpotentialstep
    3.5Scatteringbyaone-dimensionalsquarewell
    References
    Problems

    Chapter4Moreaboutdynamicalvariables
    4.1Compatibleandincompatiblevariables
    4.2Theangularmomentumoperators
    4.3Theradialmomentumoperator
    4.4Theparityoperator
    4.5Orbitalangularmomentumeigenfunctionsandeigenalues
    4.6Angulardistributionsinorbitalangularmomentumeigenstates
    4.7Rotationalenergyinorbitalangularmomentumeigenstates
    References
    Problems

    Chapter5
    5.1Theenergyspectrumofaone-dimensionalsimpleharmonicoscillator
    5.2Theenergyeigenfunctionsoftheone-dimensionalsimpleharmonicoscillator
    5.3Vibrationalspectraofmoleculesandnuclei
    5.4Thermaloscillation,phononsandphotons
    References
    Problems
    Chapter6ladderoperators:angularmomentum
    Chapter7Symmetryandthesolutionoftheschrodingerequation
    Chapter8Magneticeffectsinquantumsystems
    Chapter9Thesuperpositionprinciple
    Chapter10Thematrixformulationofquantummechanics
    Chapter11ApproximatemethodsforsolvingtheSchrodingerequation
    Chapter12Time-dependentproblems
    Chapter13many-particlesystems
    Chapter14Coherenceinquantummechanics
    AppendixAThetwo-bodyprobleminclassicalmechanics
    AppendixBAnalyticalsolutionsofeigenvalueequations
    AppendixCThecomputerdemonstrations
    Index
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