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实用量子力学

实用量子力学

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作者: [德] 费吕盖著

出版社: 科学出版社

出版时间: 2009-01

版次: 1

ISBN: 9787030236265

定价: 99.00

装帧: 精装

开本: 16开

纸张: 胶版纸

页数: 618页

字数: 784千字

正文语种: 英语

原版书名: Practical Quantum Mechanics

丛书: 国外物理名著系列

分类: 自然科学

3 张插图图片

36人买过

　　From the reviews: "Anyone who has taught a course of quantum mechanics knows the difficulty of providing practical examples,which are within the mathematical competence of the students and can be completed in a reasonable time. In this book will be found 219 problems, together with their solutions, which will greatly extend the repertoire. The first volume deals exclusively with one-body problems without spin. In the second volume the problems cover a wider range and include illustrations of the introduction of spin, the interactions between two and three particles, quantum statistics and the Dirac relativistic equation with shorter sections on non-stationary problems and radiation theory." (Nature, Sept. 10.1971) "The student who can master these problems will have a good grasp of the practical applications of quanturn theory and, therefore, of the basic concepts as well. I recommend the book un-reservedlv." ContentsVolumeⅠ
Ⅰ.GeneralConcepts
1.Lawofprobabilityconservation
2.VariationalprincipleofSchrodinger
3.Classicalmechanicsforspaceaverages
4.Classicallawsforangularmotion
5.Energyconservationlaw
6.Hermitianconjugate
7.Constructionofanhermitianoperator
8.Derivativesofanoperator
9.Timerateofanexpectationvalue
10.SchrodingerandHeisenbergrepresentations
11.Timedependenthamiltonian
12.Repeatedmeasurement
13.Curvilinearcoordinates
14.Momentumspacewavefunctions
15.Momentumspace:Periodicandaperiodicwavefunctions
Ⅱ.One-BodyProblemswithoutSpin
A.One-DimensionalProblems
16.Force-freecase:Basicsolutions
17.Force-freecase:Wavepacket
18.Standingwave
19.Opaquedivisionwall
20.OpaquewalldescribedbyDiracσfunction
21.ScatteringataDiracσfunctionwall
22.Scatteringatasymmetricpotentialbarrier
23.Reflectionatarectangularbarrier
24.Inversionofreflection
25.Rectangularpotentialhole
26.Rectangularpotentialholebetweentwowalls
27.Virtuallevels
28.Periodicpotential
29.Diraccomb
30.Harmonicoscillator
31.OscillatorinHilbertspace
32.OscillatoreigenfunctionsconstructedbyHilbertspaceoperators
33.Harmonicoscillatorinmatrixnotation
34.Momentumspacewavefunctionsofoscillator
35.Anharmonicoscillator
36.Approximatewavefunctions
37.Potentialstep
38.Poschl-Tellerpotentialhole
39.PotentialholeofmodifiedPoschl-Tellertype
40.Freefallofabodyoverearth'ssurface
41.Acceleratingelectricalfield
B.ProblemsofTwoorThreeDegreesofFreedomwithoutSphericalSymmetry
42.Circularoscillator
43.Starkeffectofatwo-dimensionalrotator
44.Ionizedhydrogenmolecule
45.Obliqueincidenceofaplanewave
46.Symmetricaltop
C.TheAngularMomentum
47.Infinitesimalrotation
48.Componentsinpolarcoordinates
49.AngularmomentumandLaplacian
50.Hilbertspacetransfc．rmations
51.CommutatorsinSchr6dingerrepresentation
52.Particlesofspinl
53.Commutationwithatensor
54.Quadrupoletensor．Sphericalharmonics
55.Transfc．rmationofsphericalharmonics
56.ConstructionofHilbertspaceforanan~ularmomentumcomponent
57.Orthogonalityofsphericalharmonics
D.PotentialsofSphericalSymmetry
a)BoundStates
58．Angularmomentumexpectationvalues
……
ContentsVolumeⅡ
Ⅲ.ParticleswithSpin
Ⅳ.Many-BodyProblems
Ⅴ.Non-StationaryProblems
Ⅵ.TheRelativisticDiracEquation
Ⅶ.RadiationTheory
MathematicalAppendix
IndexforVolumesⅠandⅡ
内容简介:
　　From the reviews: "Anyone who has taught a course of quantum mechanics knows the difficulty of providing practical examples,which are within the mathematical competence of the students and can be completed in a reasonable time. In this book will be found 219 problems, together with their solutions, which will greatly extend the repertoire. The first volume deals exclusively with one-body problems without spin. In the second volume the problems cover a wider range and include illustrations of the introduction of spin, the interactions between two and three particles, quantum statistics and the Dirac relativistic equation with shorter sections on non-stationary problems and radiation theory." (Nature, Sept. 10.1971) "The student who can master these problems will have a good grasp of the practical applications of quanturn theory and, therefore, of the basic concepts as well. I recommend the book un-reservedlv."
目录:
ContentsVolumeⅠ
Ⅰ.GeneralConcepts
1.Lawofprobabilityconservation
2.VariationalprincipleofSchrodinger
3.Classicalmechanicsforspaceaverages
4.Classicallawsforangularmotion
5.Energyconservationlaw
6.Hermitianconjugate
7.Constructionofanhermitianoperator
8.Derivativesofanoperator
9.Timerateofanexpectationvalue
10.SchrodingerandHeisenbergrepresentations
11.Timedependenthamiltonian
12.Repeatedmeasurement
13.Curvilinearcoordinates
14.Momentumspacewavefunctions
15.Momentumspace:Periodicandaperiodicwavefunctions
Ⅱ.One-BodyProblemswithoutSpin
A.One-DimensionalProblems
16.Force-freecase:Basicsolutions
17.Force-freecase:Wavepacket
18.Standingwave
19.Opaquedivisionwall
20.OpaquewalldescribedbyDiracσfunction
21.ScatteringataDiracσfunctionwall
22.Scatteringatasymmetricpotentialbarrier
23.Reflectionatarectangularbarrier
24.Inversionofreflection
25.Rectangularpotentialhole
26.Rectangularpotentialholebetweentwowalls
27.Virtuallevels
28.Periodicpotential
29.Diraccomb
30.Harmonicoscillator
31.OscillatorinHilbertspace
32.OscillatoreigenfunctionsconstructedbyHilbertspaceoperators
33.Harmonicoscillatorinmatrixnotation
34.Momentumspacewavefunctionsofoscillator
35.Anharmonicoscillator
36.Approximatewavefunctions
37.Potentialstep
38.Poschl-Tellerpotentialhole
39.PotentialholeofmodifiedPoschl-Tellertype
40.Freefallofabodyoverearth'ssurface
41.Acceleratingelectricalfield
B.ProblemsofTwoorThreeDegreesofFreedomwithoutSphericalSymmetry
42.Circularoscillator
43.Starkeffectofatwo-dimensionalrotator
44.Ionizedhydrogenmolecule
45.Obliqueincidenceofaplanewave
46.Symmetricaltop
C.TheAngularMomentum
47.Infinitesimalrotation
48.Componentsinpolarcoordinates
49.AngularmomentumandLaplacian
50.Hilbertspacetransfc．rmations
51.CommutatorsinSchr6dingerrepresentation
52.Particlesofspinl
53.Commutationwithatensor
54.Quadrupoletensor．Sphericalharmonics
55.Transfc．rmationofsphericalharmonics
56.ConstructionofHilbertspaceforanan~ularmomentumcomponent
57.Orthogonalityofsphericalharmonics
D.PotentialsofSphericalSymmetry
a)BoundStates
58．Angularmomentumexpectationvalues
……
ContentsVolumeⅡ
Ⅲ.ParticleswithSpin
Ⅳ.Many-BodyProblems
Ⅴ.Non-StationaryProblems
Ⅵ.TheRelativisticDiracEquation
Ⅶ.RadiationTheory
MathematicalAppendix
IndexforVolumesⅠandⅡ

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