工程电磁场（清华版双语教学用书）（第7版）（英文版）

作者: [美] 海特著 , John A.Buck 著

出版社: 清华大学出版社

出版时间: 2009-09

版次: 1

ISBN: 9787302204077

定价: 49.00

装帧: 平装

开本: 16开

纸张: 胶版纸

页数: 502页

正文语种: 英语

分类: 自然科学

1 张插图图片

58人买过

　　《工程电磁场（第7版）（英文版）》是一本国际知名的经典教材，第一版出版距今己50余年《工程电磁场（第7版）（英文版）》基本概念讲述清晰，注重物理概念，淡化公式推导，强调自主学习图文并茂；每章后面配有大量习题。《工程电磁场（第7版）（英文版）》文笔流畅、可读性好，其目的是使学生可以使用该教材进行独立学习因此，该书是电气工程和相关专业大学本科电磁场课程的理想教材或参考书，尤其适合为双语教学或英文授课教材。　　William H. Hayt. Jr.（deceased） received his B.S. and M.S. degrees at PurdueUniversity and his Ph.D. from the University of Illinois. After spending four years inindustry， Professor Hayt joined the faculty of Purdue University， where he served asprofessor and head of the School of Electrical Engineering， and as professor emeritusafter retiring in 1986. Professor Hayts professional society memberships includedEta Kappa Nu， Tau Beta Pi， Sigma Xi， Sigma Delta Chi， Fellow of IEEE， ASEE，and NAEB. While at Purdue， he received numerous teaching awards， including theuniversitys Best Teacher Award. He is also listed in Purdues Book of Great Teachers，a permanent wall display in the Purdue Memorial Union， dedicated on April 23， 1999.The book bears the names of the inaugural group of 225 faculty members， past andpresent， who have devoted their lives to excellence in teaching and scholarship. Theywere chosen by their students and their peers as Purdues finest educators.
　　A native of Los Angeles， California，，John A. Buck received his M.S. and Ph.D.degrees in Electrical Engineering from the University of California at Berkeley in1977 and 1982， and his B.S. in Engineering from UCLA in 1975. In 1982， he joinedthe faculty of the School of Electrical and Computer Engineering at Georgia Tech，where he has remained for the past 22 years. His research areas and publicationshave centered within the fields of ultrafast switching， nonlinear optics， and opticalfiber communications. He is the author of the graduate text Fundamentals of OpticalFibers （Wiley Interscience）， which is now in its second edition. When not glued tohis computer or confined to the lab， Dr. Buck enjoys music， hiking， and photography. Preface.ix
GuidedTourxiii
Chapter1
VectorAnalysis1
1.1ScalarsandVectors1
1.2VectorAlgebra2
1.3TheRectangularCoordinateSystem4
1.4VectorComponentsandUnitVectors5
1.5TheVectorField8
1.6TheDotProduct9
1.7TheCrossProduct12
1.8OtherCoordinateSystems：CircularCylindricalCoordinates14
1.9TheSphericalCoordinateSystem19References22
Chapter1Problems23

Chapter2CoulombsLawandElectric
FieldIntensity26
2.1TheExperimentalLawofCoulomb27
2.2ElectricFieldIntensity30
2.3FieldDuetoaContinuousVolumeChargeDistribution34
2.4FieldofaLineCharge37
2.5FieldofaSheetofCharge43
2.6StreamlinesandSketchesofFields45References48
Chapter2Problems48

Chapter3ElectricFluxDensity，GausssLaw，andDivergence51
3.1ElectricFluxDensity51
3.2GausssLaw55
3.3ApplicationofGausssLaw：SomeSymmetricalChargeDistributions59
3.4ApplicationofGausssLaw：DifferentialVolumeElement64
3.5Divergence67
3.6MaxwellsFirstEquation(Electrostatics)70
3.7TheVectorOperatorVandtheDivergence
Theorem72
References75
Chapter3Problems76

Chapter4EnergyandPotential80
4.1EnergyExpendedinMovingaPointChargeinanElectricField81
4.2TheLineIntegral82
4.3DefinitionofPotentialDifferenceandPotential87
4.4ThePotentialFieldofaPointCharge89
4.5ThePotentialFieldofaSystemofCharges：ConservativeProperty91
4.6PotentialGradient95
4.7TheDipole101
4.8EnergyDensityintheElectrostaticField106
References110
Chapter4Problems110

Chapter5CurrentandConductors114
5.1CurrentandCurrentDensity114
5.2ContinuityofCurrent116
5.3MetallicConductors118
5.4ConductorPropertiesandBoundaryConditions123
5.5TheMethodofImages128
5.6Semiconductors130
References132
Chapter5Problems132

Chapter6DielectricsandCapacitance136
6.1TheNatureofDielectricMaterials137
6.2BoundaryConditionsforPerfectDielectricMaterials143
6.3Capacitance149
6.4SeveralCapacitanceExamples152
6.5CapacitanceofaTwo-WireLine155
6.6UsingFieldSketchestoEstimateCapacitanceinTwo-DimensionalProblems160
6.7CurrentAnalogies165References167
Chapter6Problems167

Chapter7PoissonsandLaplacesEquations172
7.1DerivationofPoissonsandLaplacesEquations173
7.2UniquenessTheorem175
7.3ExamplesoftheSolutionofLaplacesEquation177
7.4ExampleoftheSolutionofPoissonsEquation184
7.5ProductSolutionofLaplacesEquation188
7.6SolvingLaplacesEquationThroughNumericalIteration196
References202
Chapter7Problems203

Chapter8TheSteadyMagneticField210
8.1Biot-SavartLaw210
8.2AmperesCircuitalLaw218
8.3Curl225
8.4StokesTheorem232
8.5MagneticFluxandMagneticFluxDensity237
8.6TheScalarandVectorMagneticPotentials240
8.7DerivationoftheSteady-Magnetic-FieldLaws247
References253
Chapter8Problems253

Chapter9MagneticForces，Materials，andInductance259
9.1ForceonaMovingCharge260
9.2ForceonaDifferentialCurrentElement261
9.3ForceBetweenDifferentialCurrentElements265
9.4ForceandTorqueonaClosedCircuit267
9.5TheNatureofMagneticMaterials273
9.6MagnetizationandPermeability276
9.7MagneticBoundaryConditions281
9.8TheMagneticCircuit284
9.9PotentialEnergyandForcesonMagneticMaterials290
9.10InductanceandMutualInductance292
References299
Chapter9Problems299

Chapter10Time-VaryingFieldsandMaxwellsEquations306
10.1FaradaysLaw306
10.2DisplacementCurrent313
10.3MaxwellsEquationsinPointForm317
10.4MaxwellsEquationsinIntegralForm319
10.5TheRetardedPotentials321
References325
Chapter10Problems325

Chapter12TheUniformPlaneWave332
12.1WavePropagationinFreeSpace332
12.2WavePropagationinDielectrics340
12.3PoyntingsTheoremandWavePower349
12.4PropagationinGoodConductors：SkinEffect352
12.5WavePolarization359
References366
Chapter12Problems366

Chapter13PlaneWaveReflectionandDispersion370
13.1ReflectionofUniformPlaneWavesatNormalIncidence370
13.2StandingWaveRatio377
13.3WaveReflectionfromMultipleInterfaces381
13.4PlaneWavePropagationinGeneralDirections389
13.5PlaneWaveReflectionatObliqueIncidenceAngles392
13.6TotalReflectionandTotalTransmissionofObliquelyIncidentWaves398
13.7WavePropagationinDispersiveMedia401
13.8PulseBroadeninginDispersiveMedia407
References411
Chapter13Problems412

Chapter14GuidedWavesandRadiation416
14.1TransmissionLineFieldsandPrimaryConstants417
14.2BasicWaveguideOperation426
14.3PlaneWaveAnalysisoftheParallel-PlateWaveguide430
14.4Parallel-PlateGuideAnalysisUsingtheWaveEquation439
14.5RectangularWaveguides442
14.6PlanarDielectricWaveguides447
14.7OpticalFiber453
14.8BasicAntennaPrinciples463
References473
Chapter14Problems473

AppendixA
VectorAnalysis478
A.1GeneralCurvilinearCoordinates478
A.2Divergence，Gradient，andCurlinGeneralCurvilinearCoordinates479
A.3Vectorldentities481

AppendixB
Units482

AppendixC
MaterialConstants487

AppendixD
OriginsoftheComplex
Permittivity490

AppendixE
AnswerstoOdd-Numberod
Problems497
内容简介:
　　《工程电磁场（第7版）（英文版）》是一本国际知名的经典教材，第一版出版距今己50余年《工程电磁场（第7版）（英文版）》基本概念讲述清晰，注重物理概念，淡化公式推导，强调自主学习图文并茂；每章后面配有大量习题。《工程电磁场（第7版）（英文版）》文笔流畅、可读性好，其目的是使学生可以使用该教材进行独立学习因此，该书是电气工程和相关专业大学本科电磁场课程的理想教材或参考书，尤其适合为双语教学或英文授课教材。
作者简介:
　　William H. Hayt. Jr.（deceased） received his B.S. and M.S. degrees at PurdueUniversity and his Ph.D. from the University of Illinois. After spending four years inindustry， Professor Hayt joined the faculty of Purdue University， where he served asprofessor and head of the School of Electrical Engineering， and as professor emeritusafter retiring in 1986. Professor Hayts professional society memberships includedEta Kappa Nu， Tau Beta Pi， Sigma Xi， Sigma Delta Chi， Fellow of IEEE， ASEE，and NAEB. While at Purdue， he received numerous teaching awards， including theuniversitys Best Teacher Award. He is also listed in Purdues Book of Great Teachers，a permanent wall display in the Purdue Memorial Union， dedicated on April 23， 1999.The book bears the names of the inaugural group of 225 faculty members， past andpresent， who have devoted their lives to excellence in teaching and scholarship. Theywere chosen by their students and their peers as Purdues finest educators.
　　A native of Los Angeles， California，，John A. Buck received his M.S. and Ph.D.degrees in Electrical Engineering from the University of California at Berkeley in1977 and 1982， and his B.S. in Engineering from UCLA in 1975. In 1982， he joinedthe faculty of the School of Electrical and Computer Engineering at Georgia Tech，where he has remained for the past 22 years. His research areas and publicationshave centered within the fields of ultrafast switching， nonlinear optics， and opticalfiber communications. He is the author of the graduate text Fundamentals of OpticalFibers （Wiley Interscience）， which is now in its second edition. When not glued tohis computer or confined to the lab， Dr. Buck enjoys music， hiking， and photography.
目录:
Preface.ix
GuidedTourxiii
Chapter1
VectorAnalysis1
1.1ScalarsandVectors1
1.2VectorAlgebra2
1.3TheRectangularCoordinateSystem4
1.4VectorComponentsandUnitVectors5
1.5TheVectorField8
1.6TheDotProduct9
1.7TheCrossProduct12
1.8OtherCoordinateSystems：CircularCylindricalCoordinates14
1.9TheSphericalCoordinateSystem19References22
Chapter1Problems23

Chapter2CoulombsLawandElectric
FieldIntensity26
2.1TheExperimentalLawofCoulomb27
2.2ElectricFieldIntensity30
2.3FieldDuetoaContinuousVolumeChargeDistribution34
2.4FieldofaLineCharge37
2.5FieldofaSheetofCharge43
2.6StreamlinesandSketchesofFields45References48
Chapter2Problems48

Chapter3ElectricFluxDensity，GausssLaw，andDivergence51
3.1ElectricFluxDensity51
3.2GausssLaw55
3.3ApplicationofGausssLaw：SomeSymmetricalChargeDistributions59
3.4ApplicationofGausssLaw：DifferentialVolumeElement64
3.5Divergence67
3.6MaxwellsFirstEquation(Electrostatics)70
3.7TheVectorOperatorVandtheDivergence
Theorem72
References75
Chapter3Problems76

Chapter4EnergyandPotential80
4.1EnergyExpendedinMovingaPointChargeinanElectricField81
4.2TheLineIntegral82
4.3DefinitionofPotentialDifferenceandPotential87
4.4ThePotentialFieldofaPointCharge89
4.5ThePotentialFieldofaSystemofCharges：ConservativeProperty91
4.6PotentialGradient95
4.7TheDipole101
4.8EnergyDensityintheElectrostaticField106
References110
Chapter4Problems110

Chapter5CurrentandConductors114
5.1CurrentandCurrentDensity114
5.2ContinuityofCurrent116
5.3MetallicConductors118
5.4ConductorPropertiesandBoundaryConditions123
5.5TheMethodofImages128
5.6Semiconductors130
References132
Chapter5Problems132

Chapter6DielectricsandCapacitance136
6.1TheNatureofDielectricMaterials137
6.2BoundaryConditionsforPerfectDielectricMaterials143
6.3Capacitance149
6.4SeveralCapacitanceExamples152
6.5CapacitanceofaTwo-WireLine155
6.6UsingFieldSketchestoEstimateCapacitanceinTwo-DimensionalProblems160
6.7CurrentAnalogies165References167
Chapter6Problems167

Chapter7PoissonsandLaplacesEquations172
7.1DerivationofPoissonsandLaplacesEquations173
7.2UniquenessTheorem175
7.3ExamplesoftheSolutionofLaplacesEquation177
7.4ExampleoftheSolutionofPoissonsEquation184
7.5ProductSolutionofLaplacesEquation188
7.6SolvingLaplacesEquationThroughNumericalIteration196
References202
Chapter7Problems203

Chapter8TheSteadyMagneticField210
8.1Biot-SavartLaw210
8.2AmperesCircuitalLaw218
8.3Curl225
8.4StokesTheorem232
8.5MagneticFluxandMagneticFluxDensity237
8.6TheScalarandVectorMagneticPotentials240
8.7DerivationoftheSteady-Magnetic-FieldLaws247
References253
Chapter8Problems253

Chapter9MagneticForces，Materials，andInductance259
9.1ForceonaMovingCharge260
9.2ForceonaDifferentialCurrentElement261
9.3ForceBetweenDifferentialCurrentElements265
9.4ForceandTorqueonaClosedCircuit267
9.5TheNatureofMagneticMaterials273
9.6MagnetizationandPermeability276
9.7MagneticBoundaryConditions281
9.8TheMagneticCircuit284
9.9PotentialEnergyandForcesonMagneticMaterials290
9.10InductanceandMutualInductance292
References299
Chapter9Problems299

Chapter10Time-VaryingFieldsandMaxwellsEquations306
10.1FaradaysLaw306
10.2DisplacementCurrent313
10.3MaxwellsEquationsinPointForm317
10.4MaxwellsEquationsinIntegralForm319
10.5TheRetardedPotentials321
References325
Chapter10Problems325

Chapter12TheUniformPlaneWave332
12.1WavePropagationinFreeSpace332
12.2WavePropagationinDielectrics340
12.3PoyntingsTheoremandWavePower349
12.4PropagationinGoodConductors：SkinEffect352
12.5WavePolarization359
References366
Chapter12Problems366

Chapter13PlaneWaveReflectionandDispersion370
13.1ReflectionofUniformPlaneWavesatNormalIncidence370
13.2StandingWaveRatio377
13.3WaveReflectionfromMultipleInterfaces381
13.4PlaneWavePropagationinGeneralDirections389
13.5PlaneWaveReflectionatObliqueIncidenceAngles392
13.6TotalReflectionandTotalTransmissionofObliquelyIncidentWaves398
13.7WavePropagationinDispersiveMedia401
13.8PulseBroadeninginDispersiveMedia407
References411
Chapter13Problems412

Chapter14GuidedWavesandRadiation416
14.1TransmissionLineFieldsandPrimaryConstants417
14.2BasicWaveguideOperation426
14.3PlaneWaveAnalysisoftheParallel-PlateWaveguide430
14.4Parallel-PlateGuideAnalysisUsingtheWaveEquation439
14.5RectangularWaveguides442
14.6PlanarDielectricWaveguides447
14.7OpticalFiber453
14.8BasicAntennaPrinciples463
References473
Chapter14Problems473

AppendixA
VectorAnalysis478
A.1GeneralCurvilinearCoordinates478
A.2Divergence，Gradient，andCurlinGeneralCurvilinearCoordinates479
A.3Vectorldentities481

AppendixB
Units482

AppendixC
MaterialConstants487

AppendixD
OriginsoftheComplex
Permittivity490

AppendixE
AnswerstoOdd-Numberod
Problems497

查看详情

工程电磁场（清华版双语教学用书）（第7版）（英文版）

内容简介:

作者简介:

目录: