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Titlebook: Self-Consistent Methods for Composites; Vol.2: Wave Propagat S. K. Kanaun,V. M. Levin Book 2008 Springer Science+Business Media B.V. 2008 P

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Diffraction of long elastic waves by an isolated inclusion in a homogeneous medium,istic sizes of the inclusion (long-wave approximation). Explicit equations for the elastic field inside an ellipsoidal inclusion and its limiting forms (oblate and prolate spheroids) are obtained in Sections 5.1–5.3. Thin soft and hard inclusions, and hard axisymmetric fibers are considered in Secti
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Elastic waves in a medium with spherical inclusions,ions. for spherical isotropic inclusions in an isotropic matrix, the series solutions of the one-particle problems of the self-consistent methods may be obtained for any frequency of the incident field. As a result, the predictions of the methods may be analyzed and compared in a wide region of freq
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Elastic waves in polycrystals, for instance, the solution of this problem gives a theoretical foundation for a nondestructive analysis of the microstructure of real metals..In this chapter, the problem of elastic wave propagation in polycrystals is solved by the effective medium method. The general scheme of the method is develo
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he dust tails of comets as well as the spatial orientation of the zodiacal dust cloud may also be explained along these lines..The possible electrostatic erosion of the dust mantles of new comets as well as the electrostatic “polishing” of the smaller aseteroids are also discussed.
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