Zap. Nauchn. Sem. POMI, 1994, Volume 218

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JOURNALS // Zapiski Nauchnykh Seminarov POMI // Archive

1994, Volume 218

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General information

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Contents

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Mathematical problems in the theory of wave propagation. Part 24

	Diffraction of plane wave by a narrow cone in the case of Dirichlet boundary condition V. M. Babich		3
	Mechanical systems, proper oscilations, and spectral theory of selfadjoint operators V. M. Babich		12
	On a justification of the Huygens's Rule M. I. Belishev		17
	On computation of the second term of the ray method for the vector of longitudinal displacements in isotropic nonhomogeneous elastic media N. Ya. Kirpichnikova		25
	A point source of $SH$ waves in the medium with a vertical boundary in the case of smooth increasing velocity of wave's propagation with the depth S. A. Kochengin		44
	Justification of the construction of the solution of a problem on a point source of $SH$ waves in a layered media with a vertical boundary S. A. Kochengin		56
	On the problem of the ray tomography for creeping waves A. P. Krauklis		67
	Diffraction of a plane electromagnetic wave by a wedge with dielectric coating under oblique incidence on the edge M. A. Lyalinov, L. G. Vardapetyan		72
	On the effective model of elastic block medium with slide contact on interfaces L. A. Molotkov		96
	Effective model of the fractured medium with fractures characterized as displacements discontinuity surfaces L. A. Molotkov, A. V. Bakulin		118
	The transversal modes of the tectorial membrane free vibrations and the origin of the outer hair cells oscillations S. M. Novoselova		138
	Ansatz with Hermite polynomials for a multidimensional well T. F. Pankratova		149
	On conditions of the dynamical equivalence of waves in multilayer elastic media N. S. Smirnova		166
	Diffraction tomography: construction and interpretation of tomographic functionals V. N. Troyan, G. A. Ryzhikov		176
	Uniform asymptotic expantions for the solution of Stueckelberg's system with turning points I. N. Yakushina		197
	Kinematic approach to nonstationary $SH$ Love waves in anisotropic elastic media. II Z. A. Yanson		206

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