Electromagnetic FieldsProfessor Jean Van Bladel, an eminent researcher and educator in fundamental electromagnetic theory and its application in electrical engineering, has updated and expanded his definitive text and reference on electromagnetic fields to twice its original content. This new edition incorporates the latest methods, theory, formulations, and applications that relate to today's technologies. With an emphasis on basic principles and a focus on electromagnetic formulation and analysis, Electromagnetic Fields, Second Edition includes detailed discussions of electrostatic fields, potential theory, propagation in waveguides and unbounded space, scattering by obstacles, penetration through apertures, and field behavior at high and low frequencies. |
From inside the book
Results 1-5 of 77
Page viii
... Field Two-Dimensional Potentials 5.1 in the Plane 167 6.12 Numerical Methods: 253 Nonlinear Materials 258 6.14 Strong Magnetic Fields and Force-Free Currents 260 249 5.2 Field Behavior at a Conducting Wedge 171 7.1 7. Radiation in Free ...
... Field Two-Dimensional Potentials 5.1 in the Plane 167 6.12 Numerical Methods: 253 Nonlinear Materials 258 6.14 Strong Magnetic Fields and Force-Free Currents 260 249 5.2 Field Behavior at a Conducting Wedge 171 7.1 7. Radiation in Free ...
Page ix
... Magnetic Field Integral Equation 624 12.3 The T - Matrix 629 12.4 Numerical Procedures 12.5 Integral Equations for Penetrable Bodies 12.6 Absorbing Boundary 633 639 Dipole Problem 448 Conditions 646 9.4 Multilayered Structures 452 12.7 ...
... Magnetic Field Integral Equation 624 12.3 The T - Matrix 629 12.4 Numerical Procedures 12.5 Integral Equations for Penetrable Bodies 12.6 Absorbing Boundary 633 639 Dipole Problem 448 Conditions 646 9.4 Multilayered Structures 452 12.7 ...
Page 127
Sorry, this page's content is restricted.
Sorry, this page's content is restricted.
Page 216
Sorry, this page's content is restricted.
Sorry, this page's content is restricted.
Page 221
Sorry, this page's content is restricted.
Sorry, this page's content is restricted.
Contents
Single Layer of Charge | 23 |
of Dielectrics | 146 |
Contents | 167 |
Special Geometries for | 258 |
221 | 357 |
Plane Boundaries | 423 |
5 | 469 |
696 | 563 |
882 | 972 |
11 | 979 |
Frames | 988 |
Vector Analysis in Three | 1001 |
Vector Operators | 1011 |
Vector Analysis on | 1025 |
Dyadic Analysis | 1035 |
Special Functions | 1043 |
Charged Conductor | 592 |
133 | 660 |
Cylinders | 751 |
Cylinders | 759 |
11 | 786 |
The Conical Waveguide | 918 |
Uniformly in Static Fields | 960 |
Axisymmetric and Conical | 966 |
Complex Integration | 1063 |
Transforms | 1075 |
Distributions | 1089 |
Miscellaneous Data | 1111 |
Bibliography | 1117 |
Mathematical Techniques Specifically | 1123 |
1133 | |
1149 | |
Other editions - View all
Common terms and phrases
antenna aperture applied assumed Bladel boundary conditions cavity Chapter 7 Radiation charge density coefficients component conductor constant curl curl cylinder derived determined dielectric dipole discussed in Section dyadic eigenfunctions eigenvectors electric field electromagnetic evaluation example expansion Free Space frequency given grad Green's function IEEE IEEE Trans incident field integral equation jweo linear lines of force magnetic field Magnetostatic Fields matrix Maxwell's equations medium method mode multipole multipole expansion numerical obtained parameters perfectly conducting permission of IEEE plane wave polarization problem propagation Radiation in Free region resonant satisfy scalar scalar potential scattering separation of variables shown in Figure shows sin² singularity solution sources sphere spherical surface time-harmonic transformation V₁ vanishes vector potential volume zero Απ μο дп мо