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Contents 10 Preface to the Second Edition 4 Preface for the First Edition 5 Main Character, Parameters and The Expressions of Gradient,Divergence,Rotation 7 Chapter 1 Vector Analysis 13 1.1 Scalar and Vector Fields 13 1.2 Operation of Vector 14 1.3 Flux and Divergence of Vector 19 1.4 Gauss's Theorem 21 1.5 Vector Circulation and Rotation 22 1.6 Stockes' Theorem 24 1.7 Gradient of a Scalar Field 26 1.8 The Helmholtz Theorem 27 Exercises 28 Chapter 2 Electrostatic Fields 30 2.1 Electrostatic Field's Divergence Equation and Rotation Equation 30 2.2 Electric Potential and Electric Potential Gradient 40 2.3 Laplace's equation and Poisson's equation 43 2.4 Electric Dipole 44 2.5 Conductors in the Electrostatic Field 47 2.6 Dielectrics in the Electrostatic Field 48 2.7 The Boundary Conditions of the Electrostatic Field 53 2.8 Capacitance of Conductor System 57 2.9 Energy of Electrostatic Field and Electrostatic Force 62 2.10 δ Function and Its Related Properties 70 Exercises 72 Chapter 3 Constant Magnetic Field 75 3.1 The Curl Equation and Divergence Equation of Constant Magnetic Field 75 3.2 Magnetic Vector Potential A and Scalar Magnetic Potential φ m 83 3.3 Magnetic Dipole 86 3.4 Med

Author

CNKI

Language

EN