Sentence examples for behavior of the shell from inspiring English sources

The influence of boundary conditions on the behavior of the shell by large deflections is considered.

Based on these results, the behavior of the shell under harmonic axial load is investigated through the evolution of basins of attraction.

An attempt has been made to interpret the various trends shown by the frequencies and loss factors in terms of the physical behavior of the shell.

The finite element model is used to predict the structural and acoustical behavior of the shell when both passive and active control techniques are applied to the stiffening rings.

A number of problem have been solved to study the effects of various parameters such as planform geometry, lamination scheme, curvatures and boundary conditions on the dynamical behavior of the shell.

In comparing the results obtained from beam theory and shell theory, emphasis is given to possible explanations of the points of difference in terms of physical behavior of the shell.

The models are employed to study the mechanical behavior of the shells under static loading conditions.

The analyses provide significant new insight into the mechanisms underpinning collapse behavior of the shells.

A three-dimensional finite element model has been developed for the laminated shells integrated with the patches of ACLD treatment to describe the coupled hydroelastic behavior of the shells.

Then, the dynamic governing equations are written as the Mathieu-type equations to describe the parametric vibrating behavior of the shells, and these equations are solved by employing the Bolotin method.

The linear, materially nonlinear, geometrically nonlinear, and bifurcation behaviors of the shell are outlined, but space restrictions have prevented the complex interactions between the change of geometry and progressive yielding from being shown.