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Exact(24)
The nonlinear dynamic analysis is considered with cracked behavior of the plate.
The material behavior of the plate affects the structural behavior of the plated section.
The effects of material and boundary restraining parameters on the local shear buckling behavior of the plate elements are discussed.
We specifically examine several constitutive models for simulating the elasto-plastic behavior of the plate material while maintaining computational efficiency.
The inhomogeneity effect on the vibroacoustic behavior of the plate is also studied for a purely turbulent excitation.
The viscoelastic behavior of the plate is given in terms of the Boltzmann superposition principle, allowing any linear viscoelastic character.
Similar(36)
The results obtained by using the receptance method are verified with those obtained by using the finite element method, and natural frequencies and mode shape behavior of the plate-shell structure under different joining configurations are illustrated in detail.
The distributed springs and dampers are introduced to characterize the joint behavior of the plates.
As a means of assessing the anticipated behavior of the plates, upper and lower bounds to the buckling strengths are established.
This methodology is coupled with the Finite Element (FE) method to analyze the wave propagation behavior of the plates under elastic response.
Thin plate theory in conjunction with Green's strain and von Karman assumptions is used for modeling the nonlinear behavior of the plates.
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CEO of Professional Science Editing for Scientists @ prosciediting.com