## Electromagnetic Field TheoryReview of vector analysis, Rectangular, Cylindrical and Spherical coordinates and their transformation. Divergence, Gradient and curl in different coordinate systems. Electric field intensity, Electric flux density, Energy and potential. Current and conductors, Dielectrics and capacitance, Poission s and Laplace s equation.Steady magnetic field, Magnetic forces, Materials and inductance, Time varying field and Maxwell s equation.Uniform plane waves, Plane wave reflection and dispersion.Transmission lines, and Guided waves. |

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why did u omit some pages & how to download pages in this book

### Contents

Review Questions 161 | 1-61 |

Chapter1 Vector Analysis 11 to 162 | 1-62 |

Chapter6 Poissons and Laplaces Equation 61 to 620 | 2-6 |

Table of Contents | 2-39 |

Chapter3 Electric Flux Density and Gausss Law 31 to 360 | 2-49 |

Chapter1 Vector Analysis 11 to 162 | 2-62 |

Uniform Plane Waves 101101084 | 2-84 |

Chapter4 Energy and Potential 41 to 456 | 4-1 |

Examples with Solutions 7 54 | 7-54 |

Review Questions 7 64 | 7-64 |

inie varying rieius anu maxweii s equations | 7-127 |

Transmission Lines 111 to 11172 | 7-172 |

Chapter10 Uniform Plane Waves 101 to 1084 | 10-1 |

Guided Waves 121 to 1220 | 10-12 |

j Microprocessors Godse 1 | 11-1 |

jxi liiiii | 79 |

Chapter5 Conductors Dielectrics and Capacitance 51 to 562 | 4-57 |

Examples with Solutions 551 | 5-31 |

Review Questions 559 | 5-39 |

Chapter7 Magnetostatics 71 to 766 | 7-1 |

Examples with Solutions 11124 | 124 |

Important Results 11166 | 166 |

Chapter12 Guided Waves 121 to 1220 | 12-1 |

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### Common terms and phrases

Ampere's circuital law amplitude angle axis Biot-Savart law boundary conditions Calculate Capacitance capacitor cartesian charge density charge distribution charge Q closed path closed surface co-axial cable coil conducting Consider constant coordinate system curl current density current element cylindrical coordinate differential volume distance divergence theorem dot product E-dL electric field intensity electric flux density Electromagnetic Field Theory electrons Example expressed Find flux lines free space Gauss's law Gaussian surface given Hence infinite line charge interface intrinsic impedance Key Point Laplace's equation line integral magnetic circuits magnetic field intensity magnetic potential magnitude Materials and Inductance Maxwell's Equations medium normal component obtained parallel perpendicular plates point charge point form polarization potential difference radial radius region scalar sheet of charge shown Solution sphere spherical Stoke's theorem surface integral total flux uniform plane wave unit vector UPTU velocity voltage xy plane z-axis zero