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书名: Engineering electromagnetics
作者: William H. Hayt, Jr., JohnA. Buck.
分册号:
分册名:
出版地: Boston :
 
出版社: McGraw-Hill
出版时间: c2001.
页数: xiii, 561 p. :
开本: 24 cm.
丛书名: McGraw-Hill series in electrical engineering
中图分类号:
科图分类号:
其他分类号: H31:O441
主题词:
电子资源:
000 07827 22000017174500 00
001 E0853013062
003 OCoLC
005 20080401144619.45
008 000113s2001 maua 001 0 eng
010    @a00020990
020    @a0-07-230424-3.
040    @aDLC@cDLC@dCIN
050 00 @aQC670@b.H39 2001
082 00 @a530.14/1@221
090    @aH31:O441
099    @dH31:O441@e6=6
100 1  @aHayt, William Hart,@d1920-
245 10 @aEngineering electromagnetics / @cWilliam H. Hayt, Jr., JohnA. Buck.
250    @a6th ed.
260    @aBoston :@bMcGraw-Hill,@cc2001.
300    @axiii, 561 p. :@bill. (some col.) ;@c24 cm.
440  0 @aMcGraw-Hill series in electrical engineering
504    @aIncludes bibliographical references and index
650  0 @aElectromagnetic theory
700 1  @aBuck, John A
945    @aci3ug@bb3215918@ci36610801@o1@sN
945    @aon1ug@bb1349693@ci40202338@sN
945    @ato1ug@bb2223372@ci36854507@sN
945    @aos4ug@bb5275077@ci36806434@sN
970 01 @tApp. B: Units@p534
970 01 @tPreface
970 11 @lCh. 1@tVector Analysis@p1
970 11 @lCh. 2@tCoulomb's Law and Electric Field Intensity@p27
970 11 @lCh. 3@tElectric Flux Density, Gauss' Law, and Divergence@p53
970 11 @lCh. 4@tEnergy and Potential@p83
970 11 @lCh. 5@tConductors, Dielectrics, and Capacitance@p119
970 11 @lCh. 6@tExperimental Mapping Methods@p169
970 11 @lCh. 7@tPoisson's and Laplace's Equations@p195
970 01 @tApp. E: Answers to Selected Problems@p544
970 01 @tIndex@p551
970 11 @lCh. 10@tTime-Varying Fields and Maxwell's Equations@p322
970 11 @lCh. 11@tThe Uniform Plane Wave@p348
970 11 @lCh. 12@tPlane Waves at Boundaries and in Dispersive Media@p387
970 11 @lCh. 13@tTransmission Lines@p435
970 11 @lCh. 14@tWaveguide and Antenna Fundamentals@p484
970 11 @lApp. A@tVector Analysis@p529
970 11 @lApp. C@tMaterial Constants@p540
970 11 @lApp. D@tOrigins of the Complex Permittivity@p544
970 12 @l1.1@tScalars and Vectors@p2
970 12 @l1.2@tVector Algebra@p3
970 12 @l1.3@tThe Cartesian Coordinate System@p4
970 12 @l1.4@tVector Components and Unit Vectors@p6
970 12 @l1.5@tThe Vector Field@p9
970 12 @l1.6@tThe Dot Product@p10
970 12 @l1.7@tThe Cross Product@p13
970 12 @l1.8@tOther Coordinate Systems: Circular Cylindrical Coordinates@p15
970 12 @l1.9@tThe Spherical Coordinate System@p20
970 12 @l2.1@tThe Experimental Law of Coulomb@p28
970 12 @l2.2@tElectric Field Intensity@p31
970 12 @l2.3@tField Due to a Continuous Volume Charge Distribution@p36
970 12 @l2.4@tField of a Line Charge@p38
970 12 @l2.5@tField of a Sheet Charge@p44
970 12 @l2.6@tStreamlines and Sketches of Fields@p46
970 12 @l3.1@tElectric Flux Density@p54
970 12 @l3.2@tGauss' Law@p57
970 12 @l3.3@tApplications of Gauss' Law: Some Symmetrical ChargeDistributions@p62
970 12 @l3.4@tApplication of Gauss' Law: Differential Volume Element@p67
970 12 @l3.5@tDivergence@p70
970 12 @l3.6@tMaxwell's First Equations (Electrostatics)@p73
970 12 @l3.7@tThe Vector Operator [actual symbol not reproducible] and the Divergence Theorem@p74
970 12 @l4.1@tEnergy and Potential in a Moving Point Charge in anElectric Field@p84
970 12 @l4.2@tThe Line Integral@p85
970 12 @l4.3@tDefinition of Potential Difference and Potential@p91
970 11 @lCh. 8@tThe Steady Magnetic Field@p224
970 11 @lCh. 9@tMagnetic Forces, Materials and Inductance@p274
970 12 @l4.6@tPotential Gradient@p99
970 12 @l4.7@tThe Dipole@p106
970 12 @l4.8@tEnergy Density in the Electric Field@p110
970 12 @l5.1@tCurrent and Current Density@p120
970 12 @l5.2@tContinuity of Current@p122
970 12 @l5.3@tMetallic Conductors@p124
970 12 @l5.4@tConductor Properties and Boundary Conditions@p129
970 12 @l5.5@tThe Method of Images@p134
970 12 @l5.6@tSemiconductors@p136
970 12 @l5.7@tThe Nature of Dielectric Materials@p138
970 12 @l5.8@tBoundary Conditions for Perfect Dielectric Materials@p144
970 12 @l5.9@tCapacitance@p150
970 12 @l5.10@tSeveral Capacitance Examples@p154
970 12 @l5.11@tCapacitance of a Two-Wire Line@p157
970 12 @l6.1@tCurvilinear Squares@p170
970 12 @l6.2@tThe Iteration Method@p176
970 12 @l6.3@tCurrent Analogies@p183
970 12 @l6.4@tPhysical Models@p186
970 12 @l7.1@tPoisson's and Laplace's Equations@p196
970 12 @l7.2@tUniqueness Theorem@p198
970 12 @l7.3@tExamples of the Solution of Laplace's Equation@p200
970 12 @l7.4@tExample of the Solution of Poisson's Equation@p207
970 12 @l7.5@tProduct Solution of Laplace's Equation@p211
970 12 @l8.1@tBiot-Savart Law@p225
970 12 @l8.2@tAmpere's Circuital Law@p232
970 12 @l8.3@tCurl@p239
970 12 @l8.4@tStokes' Theorem@p246
970 12 @l8.5@tMagnetic Flux and Magnetic Flux Density@p251
970 12 @l8.6@tThe Scalar and Vector Magnetic Potentials@p254
970 12 @l8.7@tDerivation of the Steady-Magnetic-Field Laws@p261
970 12 @l9.1@tForce on a Moving Charge@p275
970 12 @l9.2@tForce on a Differential Current Element@p276
970 12 @l9.3@tForce Between Differential Current Elements@p280
970 12 @l9.4@tForce and Torque on a Closed Circuit@p283
970 12 @l9.5@tThe Nature of Magnetic Materials@p288
970 12 @l9.6@tMagnetization and Permeability@p292
970 12 @l9.7@tMagnetic Boundary Conditions@p297
970 12 @l9.8@tThe Magnetic Circuit@p299
970 12 @l9.9@tPotential Energy and Forces on Magnetic Materials@p306
970 12 @l9.10@tInductance and Mutual Inductance@p308
970 12 @l10.1@tFaraday's Law@p323
970 12 @l10.2@tDisplacement Current@p329
970 12 @l10.3@tMaxwell's Equations in Point Form@p334
970 12 @l10.4@tMaxwell's Equations in Integral Form@p336
970 12 @l10.5@tThe Retarded Potentials@p338
970 12 @l11.1@tWave Propagation in Free Space@p348
970 12 @l11.2@tWave Propagation in Dielectrics@p356
970 12 @l11.3@tThe Poynting Vector and Power Considerations@p365
970 12 @l11.4@tPropagation in Good Conductors: Skin Effect@p369
970 12 @l11.5@tWave Polarization@p376
970 12 @l12.1@tReflection of Uniform Plane Waves at Normal Incidence@p388
970 12 @l12.2@tStanding Wave Ratio@p395
970 12 @l12.3@tWave Reflection from Multiple Interfaces@p400
970 12 @l12.4@tPlane Wave Propagation in General Directions@p408
970 12 @l12.5@tPlane Wave Reflection at Oblique Incidence Angles@p411
970 12 @l12.6@tWave Propagation in Dispersive Media@p421
970 12 @l13.1@tThe Transmission-Line Equations@p436
970 12 @l13.2@tTransmission-Line Parameters@p442
970 12 @l13.3@tSome Transmission-Line Examples@p448
970 12 @l13.4@tGraphical Methods@p452
970 12 @l13.5@tSeveral Practical Problems@p460
970 12 @l13.6@tTransients on Transmission Lines@p463
970 12 @l14.1@tBasic Waveguide Operation@p485
970 12 @l14.2@tPlane Wave Analysis of the Parallel-Plate Waveguide@p488
970 12 @l14.3@tParallel-Plate Guide Analysis Using the Wave Equation@p497
970 12 @l14.4@tRectangular Waveguides@p501
970 12 @l14.5@tDielectric Waveguides@p506
970 12 @l14.6@tBasic Antenna Principles@p514
970 12 @l4.4@tThe Potential Field of a Point Charge@p93
970 12 @l4.5@tThe Potential Field of a System of Charges: Conservative Property@p95
971    @d20001002
    
    Engineering electromagnetics / / William H. Hayt, Jr., JohnA. Buck.-6th ed.-Boston : : McGraw-Hill, , c2001.
    xiii, 561 p. : : ill. (some col.) ; ; 24 cm.- (McGraw-Hill series in electrical engineering )
    Includes bibliographical references and index
    
    ISBN 0-07-230424-3.
    
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