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Titlebook: Advances in the Mechanics of Plates and Shells; The Avinoam Libai An D. Durban,D. Givoli,J. G. Simmonds Book 2002 Springer Science+Business

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期刊全称Advances in the Mechanics of Plates and Shells
期刊简称The Avinoam Libai An
影响因子2023D. Durban,D. Givoli,J. G. Simmonds
视频video
学科分类Solid Mechanics and Its Applications
图书封面Titlebook: Advances in the Mechanics of Plates and Shells; The Avinoam Libai An D. Durban,D. Givoli,J. G. Simmonds Book 2002 Springer Science+Business
影响因子The optimal control of flexible structures is an active area of research. The main body of work in this area is concerned with the control of time-dependent displacements and stresses, and assumes linear elastic conditions, namely linear elastic material behavior and small defor- tion. See, e. g. , [1]–[3], the collections of papers [4, 5], and references therein. On the other hand, in the present paper we consider the static optimal control of a structure made of a nonlinear elastic material and und- going large deformation. An important application is the suppression of static or quasi-static elastic deformation in flexible space structures such as parts of satellites by the use of control loads [6]. Solar rad- tion and radiation from other sources induce a temperature field in the structure, which in turn generates an elastic displacement field. The displacements must usually satisfy certain limitations dictated by the allowed working conditions of various orientation-sensitive instruments and antennas in the space vehicle. For example, a parabolic reflector may cease to be effective when undergoing large deflection. The elastic deformation can be reduced by use of control loads
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Nondestructive Testing of Thin-walled Ceramic Matrix Composites with Matrix Cracks Using Thermograpcessary background for the analysis of a cross-ply component with matrix cracks undergoing small-amplitude forced vibrations is prepared by specifying the stiffness that is affected by the presence of cracks. The second problem solved in the paper is the steady-state surface temperature rise over th
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Static Optimal Control of the Large Deformation of a Hyperelastic Plate,ications in the control of flexible space structures. A mathematical model leads to an elliptic optimal control problem in nonlinear elasticity. A numerical optimal control method, based on Finite Element (FE) discretization and Sequential Quadratic Programming (SQP), is employed to minimize the def
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On Application of the Exact Theory of Elastic Beams,e material can be anisotropic and composite; it is only supposed that the beam is .-homogeneous, . being the abscissa. This theory can be called “exact” because it determines exact static and kinematic generalized quantities. Contrary to classical theories, it is not limited to high aspect ratio (.
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Effects of Eccentric Stiffening on Static and Dynamic Nonlinear Response of Rectangular Panels Expoections and subjected to thermal and mechanical loads has been presented. The loads considered in this study consists of a lateral pressure and a non-uniform membrane temperature field. Throughout this study simply-supported panels are considered. The results show that the reinforcements, initial ge
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Bending and Twisting Effects in the Three-dimensional Finite Deformations of an Inextensible Networial surfaces endowed with kinematical variables representing bending and non-standard fiber twisting effects. By using the minimum-energy principle, the Euler-Lagrange equations and boundary conditions are derived. Also, the compatibility conditions are obtained. Finally, the Euler-Lagrange equation
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Structural Similitude and Scaling Laws for Plates and Shells: A Review,lly described and examples are presented which demonstrate its applicability to beam-plates, plates and cylindrical shells of laminated construction. The concept is based on the use of field equations, which govern the response behavior of both the small model as well as the large prototype. The con
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