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Induction electromagnetic wave

Electromagnetic waves combine the propagation of two vector fields, E and B. These are the electric and magnetic induction fields, respectively, and in a vacuum are governed by the Maxwell equations 1,2,3] ... [Pg.3]

Blackman, C. S. Elder, J. A. Weil, C. M. Eichinger, D.C. and House, D. E. Induction of calcium-ion efflux from brain tissue by radio frequency radiation effects of modulation frequency and field strength. In "International Union of Radio Science, Symposium on Bioeffects of Electromagnetic Waves, Washington,... [Pg.293]

Table G Definitions of the Electric Field E, the (Di)electric Polarization P, the Electric Displacement D, the Magnetic Field H, the Magnetization M, the Magnetic induction or flux density B, statement of the Maxwell equations, and of the Lorentz Force Equation in Various Systems of Units rat. = rationalized (no 477-), unrat. = the explicit factor 477- is used in the definition of dielectric polarization and magnetization c = speed of light) (using SI values for e, me, h, c) [J.D. Jackson, Classical Electrodynamics, 3rd edition, Wiley, New York, 1999.]. For Hartree atomic u nits of mag netism, two conventions exist (1) the "Gauss" or wave convention, which requires that E and H have the same magnitude for electromagnetic waves in vacuo (2) the Lorentz convention, which derives the magnetic field from the Lorentz force equation the ratio between these two sets of units is the Sommerfeld fine-structure constant a = 1/137.0359895... Table G Definitions of the Electric Field E, the (Di)electric Polarization P, the Electric Displacement D, the Magnetic Field H, the Magnetization M, the Magnetic induction or flux density B, statement of the Maxwell equations, and of the Lorentz Force Equation in Various Systems of Units rat. = rationalized (no 477-), unrat. = the explicit factor 477- is used in the definition of dielectric polarization and magnetization c = speed of light) (using SI values for e, me, h, c) [J.D. Jackson, Classical Electrodynamics, 3rd edition, Wiley, New York, 1999.]. For Hartree atomic u nits of mag netism, two conventions exist (1) the "Gauss" or wave convention, which requires that E and H have the same magnitude for electromagnetic waves in vacuo (2) the Lorentz convention, which derives the magnetic field from the Lorentz force equation the ratio between these two sets of units is the Sommerfeld fine-structure constant a = 1/137.0359895...
We may subsume all of the complexity of the full electromagnetic wave description of the Gaussian beam and its coupling to various elements of the resonator into two phenomenological constants the mutual inductances M, and M2 of Fig. 6. This procedure is equivalent to that used to model variable iris coupling into a waveguide cavity, for example. [Pg.288]

Light beams are represented by electromagnetic waves that are described in a medium by four vector fields the electric field E r, t), the magnetic field H r, t), the electric displacement field D r,t), and B r,t) the magnetic induction field (or magnetic flux density). Throughout this chapter we will use bold symbols to denote vector quantities. All field vectors are functions of position and time. In a dielectric medium they satisfy a set of coupled partial differential equations known as Maxwell s equations. In the CGS system of units, they give... [Pg.93]

The theory of nonlinear optical processes in crystals is based on the phenomenological Maxwell equations, supplemented by nonlinear material equations. The latter connect the electric induction vector D(r,t) with the electric field vector E(r, t). In general, the relations are both nonlocal and nonlinear. The property of nonlocality leads to the so-called spatial dispersion of the dielectric tensor. The presence of nonlinearity leads to the interaction between normal electromagnetic waves in crystals, i.e. makes conditions for the appearance of nonlinear optical effects. [Pg.229]

The conditions of propagation of an electromagnetic wave in the ionospheric medium are determined by the Maxwell and Lorentz equations. These equations determine the properties of the electric (E) and magnetic (H) fields, as well as the displacement (D) and the induction (B) as a function of the electric charge and current densities (J) (see, for example, Budden, 1961 Davies, 1965) ... [Pg.587]

In fact, the better-known Faraday s law of induction (without which no transformer in the world would exist) is actually the hrst of the set of four Maxwell s unifying equations. So we learn that the E- and H-helds appear simultaneously, the moment the original magnetic or electric source has a hme variance. At some distance away, these helds combine to form an electromagnetic wave — that propagates out into space (at the speed of light). [Pg.329]

At resonance, X = 0, Z = R, and 3 = 0. The inductive and capacitive reactances exactly cancel so that the impedance reduces to a pure resistance. Thus, the current is maximized and oscillates in phase with the voltage. In a circuit designed to detect electromagnetic waves (e.g., radio or TV signals) of a given frequency, the inductance and capacitance are tuned to satisfy the appropriate resonance condition. [Pg.149]

An electromagnetic wave in free space comprises an electric fleld E and a magnetic induction fleld B that lie in mutually perpendicular directions in a plane normal to... [Pg.576]

Physics of energy deposition Induction of oscillations in water molecules by propagating electromagnetic waves Resistive heating hy electrical alternating current... [Pg.22]

Figure 5.43 Electromagnetic wave (a) schematic representation of electromagnetic bundles and (b) oscillation of the field inductions vectors E and B in an electromagnetic wave. Figure 5.43 Electromagnetic wave (a) schematic representation of electromagnetic bundles and (b) oscillation of the field inductions vectors E and B in an electromagnetic wave.

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See also in sourсe #XX -- [ Pg.153 , Pg.154 ]




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