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The effects of thickness ratio, shallowness, material orthotropy and lay-up have been studied.
Effects of curvature, material orthotropy and lamination sequence on the natural frequencies are studied.
The results show the effect of the material orthotropy and the stiffness of translational connection on the eigenfrequencies of the combined system.
Finally, the influences of elastic foundations, heterogeneity, material orthotropy and shell characteristics on the nonlinear vibration of the truncated conical shell are studied.
Parametric studies are conducted to investigate the sensitivity of the plastic limit loads to material orthotropy and influences of orthotropic ratio and chosen yield criteria on the plastic limit loads of the circular plates are discussed.
The use of this dual approach methodology allowed the verifications of both methods leading to a highly accurate numerical predictive capability to assess the effects of material orthotropy and nonhomogeneity constants on the crack tip parameters.
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The issues that arise include vibration representation functions, selection of experimental mode shapes and frequencies for analysis, goodness of experimental data, frequency sensitivity of the elastic constants, influence of diagonal modes where relevant, plate thickness, plate aspect ratio, material orthotropy ratio and orientation of reinforcing fibers in laminate composites.
Finite element models for the butterfly specimen are generated to examine the effects of the notch radius and material orthotropy on the uniformity and distribution of stresses in the gage area.
The influence of the aspect ratio (stiffener angle), curvature and material orthotropy is shown for uni- and biaxial in-plane compression and shear.
A systematic study is carried out to investigate the effect of material orthotropy, boundary conditions and side-to-thickness ratio on the free vibration response.
The effects of the tangential follower parameter, aspect ratio, boundary condition (on the side opposite the loaded edge), and material orthotropy on the magnitude of the critical load and the mode (divergence or flutter) of instability are detailed.
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