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Plate bending problems.
Dynamic plate bending problems appear on civil, mechanical, aerospatial and naval applications.
Also we present a unified study of finite bending problems for elastic Hill materials.
Several computational examples concerning orthotropic and general anisotropic plate bending problems are presented.
Bending problems have been analyzed for isotropic, one-layered and multilayered shells.
A multivariable wavelet-based finite element method (FEM) is presented to resolve the bending problems of thick plates.
Similar(22)
A nonclassical axisymmetric bending problem is studied.
The shear strain gradient also has considerable effect on the electromechanical response of static bending problem.
The fundamental differential equations are established for the bending problem of the continuous plate.
The bending problem of Euler Bernoulli discontinuous beams is dealt with.
Some bending problem benchmarks considering hygro-thermo-mechanical loads applied in a coupled manner are presented.
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