量子光学中的统计方法（第1卷）

图书标准信息

• 作者 [新西兰]卡迈克尔（H.J.Carmichael） 著
• 出版社 世界图书出版公司
• 出版时间 2014-09
• 版次 1
• ISBN 9787510078606
• 定价 69.00元
• 装帧 平装
• 开本 24开
• 纸张 胶版纸
• 页数 365页
• 正文语种 英语
• 丛书 物理学经典

【内容简介】

　　ThematerialinthefirstvolumeofthisbookisstandardandIhavecliangedlittleinrevisingitforthesecondedition.Mymaintaskhasbeentocorrectthenumerouserrorsthat,havingescapeddetectionintheoriginalmanuscriptwerebroughttomyattentionafterthebookcametoprint.Mythankstoallthosewhohavehelpedinthisenterprisebyinformingmeofaninsidiousmisspelling,amistakeinanequation,oramislabeledfigure.Afewothersuperficialchangeshavebeenmade;Ihavereworkedmanyofthefiguresand"prettiedup"thetypesettinginoneortwospots.

【目录】

Volume1.MasterEquationsandFokker-PlanckEquations
1.DissipationinQuantumMechanics
TheMasterEquationApproach
1.1Introduction
1.2InadequacyofanAdHocApproach
1.3SystemPlusR,eservoirApproach
1.3.1TheSchrodingerEquationinIntegro-DifferentialForm
1.3.2BornandMarkovApproximations
1.3.3TheMarkovApproximationandReservoirCorrelations
1.4TheDampedHarmonicOscillator
1.4.1MasterEquationfortheDampedHarmonicOscillator
1.4.2SomeLimitations
1.4.3ExpectationValuesandCommutationRelations
1.5Two-TimeAveragesandtheQuantumRegressionFormula
1.5.1FormalR,esults
1.5.2QuantumRegressionforaCompleteSetofOperators
1.5.3CorrelationFunctionsfortheDampedHarmonicOscillator
2.Two-LevelAtomsandSpontaneousEnussion
2.1Two-LevelAtomasaPseudo-SpinSystem
2.2SpontaneousEmissionintheMasterEquationApproach
2.2.1MasterEquationforaR,adiativelyDampedTwo-LevelAtom
2.2.2TheEinsteinACoefficient
2.2.3MatrixElementEquations,CorrelationFunctions,andSpontaneousEmissionSpectrum
2.2.4PhaseDestroyingProcesses
2.3ResonanceFluorescence
2.3.1TheScatteredField
2.3.2MasterEquationforaTwo-LevelAtom
DrivenbyaClassicalField
2.3.3OpticalBlochEquationsandDressedStates
2.3.4TheFluorescenceSpect.rum
2.3.5Seconcl-OrderCoherence
2.3.6PhotonAntibunchingandSqueezing
3.Quantum-ClassicalCorrespondencefortheElectromagneticFieldI:
TheGlauber-SudarshanPRepresentation
3.1TheGlauber-SudarshanPRepresentation
3.1.1CoherentStates
3.1.2DiagonalRepresentationfortheDensityOperatorUsingCoherentStates
3.1.3Examples:CoherentStates,ThermalStates,andFockStates
3.1.4Fokker-PlanckEquationfortheDampedHarmonicOscillator
3.1.5SolutionoftheFokker-PlanckEquation
3.2TheCharacteristicFunctionforNormal-OrderedAverages
3.2.1OperatorAveragesandtheCharacteristicFunction
3.2.2DerivationoftheFokker-PlanckEquationUsingtheCharacteristicFunction
……
Volume2.ModernTopics