By Lenser Aghalovyan,D Prikazchikov,D. Prikazchikov
A constant concept for skinny anisotropic layered constructions is built ranging from asymptotic research of 3D equations in linear elasticity. the honor isn't really limited to the normal boundary stipulations alongside the faces of the constitution expressed when it comes to stresses, originating a brand new form of boundary price difficulties, which isn't ruled by way of the classical Kirchhoff-Love assumptions. extra common boundary worth difficulties, specifically with regards to elastic foundations also are studied.
The common asymptotic process is illustrated by means of a few specific difficulties for elastic and thermoelastic beams and plates. For the latter, the validity of derived approximate theories is investigated by way of comparability with linked particular resolution. the writer additionally develops an asymptotic method of dynamic research of layered media composed of skinny layers stimulated via modeling of engineering buildings below seismic excitation.
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This e-book is an experience into the pc research of 3 dimensional composite buildings utilizing the finite aspect process (FEM). it truly is designed for Universities, for complicated undergraduates, for graduates, for researchers, and for working towards engineers in undefined. The textual content advances progressively from the research of straightforward beams to arbitrary anisotropic and composite plates and shells; it treats either linear and nonlinear habit.
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Asymptotic Theory of Anisotropic Plates and Shells by Lenser Aghalovyan,D Prikazchikov,D. Prikazchikov
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