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The problem of the dynamic response of sandwich flat panels exposed to blast loadings is addressed.
The problem of the dynamic response of an elastic structure due to a moving mass arises in many engineering applications.
To accelerate the numerical integration, a "longitudinal constraint" is suggested to alleviate the stiff problem of the dynamic equations.
The problem of the dynamic response of flat rectangular sandwich panels subjected to underwater and in-air explosions is analyzed.
This paper investigates the problem of the dynamic output feedback H∞ control for a class of switched T S fuzzy systems.
The problem of the dynamic response of a fully saturated poroelastic soil stratum on bedrock subjected to a moving load is studied by using the theory of Mei and Foda under conditions of plane strain.
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Finally we will study other problems of the dynamic which includes diffusive terms with the same methods.
Then the initial boundary value problem for the dynamic problem of the membrane is formulated and the BEM solution procedure is developed.
The problem of minimising the dynamic response of an anisotropic rectangular plate with minimum possible expenditure of force is presented for various cases of boundary conditions.
The problem of minimizing the dynamic response of laminated truncated conical shells with minimum control force is presented.
The optimal control problem of minimizing the dynamic response of anisotropic symmetric or antisymmetric composite laminated rectangular plates with various boundary conditions is presented using various plate theories.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com