Time-harmonic Electromagnetic FieldsThe IEEE Press Series on Electromagnetic Wave Theory offers outstanding coverage of the field. It consists of new titles of contemporary interest as well as reissues and revisions of recognized classics by established authors and researchers. The series emphasizes works of long-term archival significance in electromagnetic waves and applications. Designed specifically for graduate students, researchers, and practicing engineers, the series provides affordable volumes that explore and explain electromagnetic waves beyond the undergraduate level. |
From inside the book
Results 1-3 of 63
Page 2
... integral forms of Maxwell's equations фо d & .dl = ---- Bds dt • dl $ se · α = å ffs D⚫ds + $ B.ds = 0 3.ds.ds ... integral denotes a closed contour ; the circle on a surface integral denotes a closed surface . The integral form of Eq ...
... integral forms of Maxwell's equations фо d & .dl = ---- Bds dt • dl $ se · α = å ffs D⚫ds + $ B.ds = 0 3.ds.ds ... integral denotes a closed contour ; the circle on a surface integral denotes a closed surface . The integral form of Eq ...
Page 3
... integral quantity . These circuit quantities are v , called the voltage ( volts ) i , called the electric current ... integral " quantity , such as voltage , is positive reference at the start of the path of integration . This is ...
... integral quantity . These circuit quantities are v , called the voltage ( volts ) i , called the electric current ... integral " quantity , such as voltage , is positive reference at the start of the path of integration . This is ...
Page 125
... Integral Equations . An integral equation is one for which the unknown quantity appears in an integrand . We already have the con- cepts needed to construct integral equations . For example , the potential integral of Eq . ( 2-118 ) is ...
... Integral Equations . An integral equation is one for which the unknown quantity appears in an integrand . We already have the con- cepts needed to construct integral equations . For example , the potential integral of Eq . ( 2-118 ) is ...
Contents
Fundamental Concepts | 1 |
Introduction to Waves | 37 |
Some Theorems and Concepts | 95 |
Copyright | |
11 other sections not shown
Other editions - View all
Common terms and phrases
according to Eqs admittance antenna aperture approximation assumed Bessel functions boundary conditions characteristic impedance complex concepts conducting conductor consider coordinate cross section current element current filament current sheet cutoff frequency cylinder defined dielectric dipole dissipation dominant mode e-ikr electric conductor electric current energy equivalent circuit field is given given by Eq Green's function ground plane H₂ Helmholtz equation Hence integral k₂² linear loss-free magnetic current mode patterns obstacle obtain parameters perturbation phase phase constant plane wave polarized Prob problem propagation constant quantities radiation field rectangular waveguide region represent resonant frequency Show shown in Fig slot solution sphere spherical stationary formula surface tangential components theorem TM modes transmission line traveling wave trial field variational vector vector potential voltage wave functions wave impedances z-directed zero ппу