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Lectures on Electromagnetism.

These lecture notes on electromagnetism have evolved from graduate and undergraduate EM theory courses given by the author at the University of Rochester, with the basics presented with clarity and his characteristic attention to detail. The thirteen chapters cover, in logical sequence, topics rangi...

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Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor principal: Das, Ashok
Formato: Electrónico eBook
Idioma:Inglés
Publicado: Singapore : World Scientific Publishing Company, 2013.
Temas:
Acceso en línea:Texto completo

MARC

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505 0 |a 6.2.1 Polarization; Preface; 1 Electrostatics; 1.1 Coulomb's law; 1.2 Electric field; 1.3 Gauss' law; 1.4 Potential; 1.5 Electrostatic energy; 1.6 Selected problems; 2 Potential for simple systems; 2.1 Potential for a thin spherical shell; 2.2 Potential for an infinitely long wire; 2.3 Potential for a circular charged disc; 2.4 Potential for a charge displaced along the z-axis; 2.5 Dipole; 2.6 Continuous distribution of dipoles; 2.7 Quadrupole; 2.8 Potential due to a double layer of charges; 2.9 Conductors and insulators; 2.10 Capacitor; 2.11 Selected problems. 
505 8 |a 3 Boundary value problems3.1 Method of images; 3.2 Boundary conditions for differential equations; 3.2.1 Partial differential equations; 3.2.2 Uniqueness theorem; 3.3 Solutions of the Laplace equation; 3.3.1 General properties of harmonic functions; 3.3.2 Solution in Cartesian coordinates; 3.3.3 Solution in spherical coordinates; 3.3.4 Circular harmonics; 3.4 Solution of the Poisson equation; 3.4.1 Green's function; 3.4.2 Dirichlet boundary condition; 3.4.3 Neumann boundary condition; 3.5 Selected problems; 4 Dielectrics; 4.1 Electric displacement field; 4.2 Boundary conditions in dielectric. 
505 8 |a 4.3 Selected problems5 Magnetostatics; 5.1 Lorentz force; 5.2 Current; 5.3 Force on a current due to a magnetic field; 5.4 Nature of the magnetic field; 5.5 Vector potential; 5.6 Multipole expansion; 5.7 Magnetization; 5.8 Magnetic field intensity; 5.9 Boundary condition; 5.10 Faraday's Law; 5.11 Inductance; 5.12 Selected problems; 6 Maxwell's equations; 6.1 Generalization of Ampere's law; 6.2 Plane wave solution; 6.3 Boundary conditions; 6.4 Energy and the Poynting vector; 6.5 Gauge invariance of Maxwell's equations; 6.6 Lorentz transformation; 6.7 Covariance of Maxwell's equations. 
505 8 |a 6.8 Retarded Green's function6.9 Kirchhoff's representation; 6.10 Selected problems; 7 Wave guides; 7.1 Boundary conditions; 7.2 Rectangular wave guide; 7.2.1 TM waves; 7.2.2 TE waves; 7.3 Cylindrical wave guide; 7.3.1 TM waves; 7.3.2 TE waves; 7.4 TEM waves; 7.5 Wave impedance; 7.6 Attenuation factor in wave guides; 7.7 Cavity resonators; 7.8 Q factor of a cavity; 7.9 Dielectric wave guides (optical fibers); 7.10 Selected problems; 8 Propagation through a conducting medium; 8.1 Boundary conditions; 8.2 Reflection at normal incidence; 8.3 Reflection at oblique incidence. 
505 8 |a 8.4 Reflection from a good conducting surface8.5 Radiation pressure; 8.6 Selected problems; 9 Radiation; 9.1 Electric dipole radiation; 9.1.1 Power radiated by an electric dipole; 9.2 Magnetic dipole radiation; 9.3 Center-fed antennas; 9.3.1 Properties of antennas; 9.4 Multipole expansion; 9.5 Behavior of multipole fields; 9.6 Selected problems; 10 Electromagnetic fields of currents; 10.1 Lienard-Wiechert potential; 10.2 Uniform linear motion; 10.3 Method of virtual photons; 10.4 Asymptotic values of the fields; 10.4.1 Dipole approximation; 10.4.2 Linear acceleration. 
500 |a 10.4.3 Uniform circular motion. 
520 |a These lecture notes on electromagnetism have evolved from graduate and undergraduate EM theory courses given by the author at the University of Rochester, with the basics presented with clarity and his characteristic attention to detail. The thirteen chapters cover, in logical sequence, topics ranging from electrostatics, magnetostatics and Maxwell's equations to plasmas and radiation. Boundary value problems are treated extensively, as are wave guides, electromagnetic interactions and fields. This second edition comprises many of the topics expanded with more details on the derivation of vari. 
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