Sentence examples for behavior of shallow shells from inspiring English sources

Similar discrete models have been recently intensively studied to analyze the multistable behavior of shallow shells, the bifurcations of composite laminates under temperature loads or the wrinkling in soft tissues.

The strain terms are expressed in terms of the Koiter Sanders theory of shallow shells.

It enables investigation of shallow shells with complex forms and different boundary conditions.

We describe a class of shallow shells which are bistable after one of their sides is completely clamped.

In this paper, modal analysis of shallow shells using a new boundary element method formulation is presented.

In this paper, we study the effect of orthotropic material properties on the structural stability and snap-through behavior of shallow cylindrical shells.

The first comprehensive study of shallow shell vibrations subjected to as many as 21 possible boundary conditions is presented.

Nonlinear dynamic behavior of double curved shallow shells with negative Poisson's ratios in auxetic honeycombs on elastic foundations subjected blast, mechanical and damping loads is investigated in the present article.

Woo & Meguid (2001) analyzed the nonlinear behavior of functionally graded shallow shells and thin plates under temperature effects and mechanical loads.

A method for the study of thermally induced vibrations of viscoelastic shallow shells of arbitrary shaped plane-form is proposed.

Then the behavior of an FGM shallow shell subjected to harmonic excitation in thermal environment is investigated.