Electromagnetic TheoryMcGraw-Hill book Company, Incorporated, 1941 - 615ÆäÀÌÁö |
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CHAPTER I | 1 |
A DIGRESSION ON UNITS AND DIMENSIONS | 4 |
MACROSCOPIC PROPERTIES OF MATTER | 10 |
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a©û amplitude angle arbitrary assumed axes axis B©û Bessel functions C©û calculated charge coefficients components conductivity conductor constant contour coordinates current distribution cylinder defined density derivatives determined dielectric dipole direction discontinuity displacement divergence theorem du©ö du©÷ E©û electric electromagnetic field electrostatic element ellipsoid energy expressed field intensity finite force exerted Fourier frequency group velocity H©û h©ü hence homogeneous induced inductive capacity infinite infinity isotropic Laplace's equation linear magnetic field Maxwell's equations medium normal obtain orthogonal oscillation parameters phase velocity plane wave polarization positive propagation quantities r©û radiation radius rectangular region relation represented resultant S©û satisfy scalar scalar potential solution sphere spherical surface integral tangential components tensor theorem tion transformation V©û values vanish vector potential volume z-axis zero ¥Á¥ð¥å ¥ì¥ï ¬Ñ¬æ