Wentworth, Stuart M.

Applied electromagnetics : early transmission lines approach / Stuart M. Wentworth - xvi, 656 p. ; 24 cm.

Electromagnetic fields -- The electromagnetic spectrum -- Wireless communications -- Dealing with units -- Working with MATLAB -- Wave fundamentals -- Phasors -- Transmission lines -- Time-Harmonic waves on transmission lines -- Power transmission --Terminated T-Lines -- The complete circuit -- The Smith chart -- Impedance matching -- Transients -- Dispersion -- Electrostatic -- Vectors in the Cartesian Coordinate -- Coulomb´s Law -- The Spherical coordinate systems -- Line charges and the cylindrical -- Surface and volume charge -- Electric flux density -- Gauss´s law and applications -- Divergence and the point form of Gauss´s law -- Electric potential -- Conduction and Ohm´s law -- Dielelectrics -- Boundary conditions -- Boundary value problems -- Capitance -- Magnetostatics -- Magnetic fields and cross product -- Biot-Savart´s law -- Curl and the point form -- Magnetic flux density -- Inductance and magnetic energy -- Magnetic circuits -- Dynamic fields -- Faraday´s law and trnsformer EMF -- Displacement corruent -- Maxwell´s equations -- Plane waves -- General wave equations -- Polarization -- Reflection and transmition at oblique lucidence -- Waveguides -- Rectangular waveguide fundamentals -- Waveguide field equations -- Optical fiber -- Fiber-optic communication systems -- Optical link design -- Antennas -- General properties -- Electrically short antennas Dipole antennas -- Monopole antennas -- Antenna array´s -- The friis transmission equation -- Radar -- Antennas for wireless communications -- Electromagnetic interference -- Interfernce sources -- Passive circuit elements -- digital signals -- Shields -- Filters -- Microwave engineering -- Microstrip -- Lamped-Element matching -- Scattering parameters -- Couplers and dividers -- Filters -- Amplifiers --

0-470-04257-5 -- 978-0-470-04257-1


Electromagnetismo
Ingenieria electrica--texto guia
Lineas electricas--modelos matematicos

621.3 / W478a

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