## Electrodynamics of Continuous MediaCovers the theory of electromagnetic fields in matter, and the theory of macroscopic electric and magnetic properties of matter. There is a considerable amount of new material particularly on the theory of the magnetic properties of matter and the theory of optical phenomena with new chapters on spatial dispersion and non-linear optics. |

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Page 97

Differentiating equation (25.4) with

d2a/8(p2 < 0. (25.8) This means that the point where d<x/8<p = - a = 0 is a

maximum of a as a function of <f>. §26. Thermoelectric phenomena The

condition that ...

Differentiating equation (25.4) with

**respect**to <p and using (25.7), we find thatd2a/8(p2 < 0. (25.8) This means that the point where d<x/8<p = - a = 0 is a

maximum of a as a function of <f>. §26. Thermoelectric phenomena The

condition that ...

Page 174

The first terms in such an expansion are <D = <D0(Z.) + BM2 + D(l - M)2 - tfM2 - ^

yL2l2 + CL(Mxly - M,lx), (50.1) where <D0 (L) is a function isotropic with

to L. The first two terms (after <D0) are of exchange origin; here B > 0 (otherwise,

...

The first terms in such an expansion are <D = <D0(Z.) + BM2 + D(l - M)2 - tfM2 - ^

yL2l2 + CL(Mxly - M,lx), (50.1) where <D0 (L) is a function isotropic with

**respect**to L. The first two terms (after <D0) are of exchange origin; here B > 0 (otherwise,

...

Page 445

Using instead of r, and r2 the variables |(r, + r2) and r = r2 — r, and integrating

with

integral we can effect the integration over all space,t and the result is If exp(iK -r)

dV\2 ...

Using instead of r, and r2 the variables |(r, + r2) and r = r2 — r, and integrating

with

**respect**to the first gives | Jexp(i'K -r)dV\2 - Kjexp(iK -r)dK In the remainingintegral we can effect the integration over all space,t and the result is If exp(iK -r)

dV\2 ...

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### Contents

ELECTROSTATICS OF CONDUCTORS 51 The electrostatic field of conductors | 1 |

2 The energy of the electrostatic field of conductors | 3 |

3 Methods of solving problems in electrostatics | 9 |

Copyright | |

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absorption amplitude angle anisotropy antiferromagnetic atoms averaging axes axis body boundary conditions calculation charge Cherenkov radiation coefficient components conductor constant coordinates corresponding cos2 cross-section crystal Curie point curl H denote density dependence derived determined dielectric diffraction direction discontinuity dissipation distance e(co effect electric field electron ellipsoid equation expression external field factor ferroelectric ferromagnet fluctuations fluid formula Fourier free energy frequency function given gives grad Hence incident wave induction integral intensity isotropic Laplace's equation linear macroscopic magnetic field magnitude Maxwell's equations medium monochromatic non-linear normal obtain optical particle permittivity perpendicular perturbation phase plane polarization Problem propagated properties pyroelectric quantities radiation refraction relation respect result rotation satisfied scalar scattering solution spatial dispersion sphere Substituting suffixes superconducting surface symmetry temperature tensor theory thermodynamic potential transition uniaxial upper half-plane values variable velocity wave vector waveguide z-axis zero