alexa Abstract | Lacking Data Recovery via Partially Overdetermined Boundary Conditions in Linear Elasticity
ISSN: 2168-9873

Journal of Applied Mechanical Engineering
Open Access

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Research Article Open Access

Abstract

This work focuses on the sub-Cauchy problem for linear elasticity in two dimentional case. Solving such a problem may be formulated as follows: given the displacement and one component of the traction in a given part of the boundary of the elastic body, reconstruct the displacement field in all the domain. Author propose herein, an iterative method borrowed from the domain decomposition communauty to solve the sub-Cauchy problem. Numerical results highlight the efficiency of the proposed method.

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Author(s): Abda AB and Khalfallah S

Keywords

Linear elasticity, Shear stress, Cauchy problem, Steklov Poincare operator, Domain decomposition, Inverse problems, Applied Theories on Machines,External Force, Mechanism, Mechanical Properties, Fluid Bodies, Thermodynamics methods, Human-Machine-Interfaces, Robotics methods, Mechatronics, Mechanical Systems, Machine

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