Titlebook: Dynamics of Elastic Containers; Partially Filled wit I. M. Rapoport Book 1968 Springer-Verlag New York Inc. 1968 Vibration.dynamics.fields.

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Tackling the Risks of Money Launderingder, integro-differential equations. Also, an approximate method was introduced which can be used to perform all the calculations needed for constructing these equations of motion. Thus, we proceed to the qualitative study of the motion of an elastic body containing fluid masses under the action of a specified system of forces.

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Tackling the Risks of Money Launderingch will be assumed to be stationary; and an orthogonal coordinate system ., ., ., which moves together with the undeformed elastic body. The motions performed by particles of the solid body as a result of its elastic deformations will be defined by the vector .(., ., ., .), where . is the time, and

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Tackling the Risks of Money Launderingcements . (., ., ., .). Here, let us consider the problem of finding these displacements for the given pressure distribution . (., ., ., .)in regions occupied by the fluid masses. According to D’Alembert’s principle, equations defining the vectorial function .(., ., ., .) can be set up as equilibriu

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The Financial Crisis and Digital Currenciesction with the study of the disturbances to the steady motion, become greatly simplified when the elastic body is symmetrical with respect to two mutually perpendicular planes and the line of action of the force . coincides with the line of intersection of these planes. The common center of gravity

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978-3-642-46108-8Springer-Verlag New York Inc. 1968

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Applied Physics and Engineeringhttp://image.papertrans.cn/e/image/284070.jpg

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Tackling the Risks of Money LaunderingIn studying the basic boundary-value problem, which is defined by Eqs. (2.7.22) and boundary conditions (2.7.23), we consider first the case when the functions . and . (., ., .) are identically zero [function . in region ., function . on the surface . and function . on the surfaces . and σ . (v=1, 2, ... , .)].