Sentence examples for dynamic behavior of shells from inspiring English sources

The book focuses on the dynamic behavior of shells of revolution rotating about their symmetrical axes.

Accordingly, the theory correctly predicts the dynamic behavior of shells or CLC without using any correction factors.

The paper also reports the results of studying the dynamic behavior of shells under various boundary conditions for the perturbed velocity potential.

This aspect represents a clear advancement with respect to the formulations available in the literature, which are developed mainly to investigate the dynamic behavior of rotating shells of revolution (disks, circular cylinders and conical shells), in which the angular velocity is applied about their revolution axis.

CM simplifies the determination of dynamic behavior of composite shells when the number of laminae is large.

The dynamic behavior of reticular shells as a whole family of innovative spatial structures is quite different from those of traditional structures, such as multi-storey and tall buildings.

A finite-element algorithm is proposed to investigate the dynamic behavior of elastic shells of revolution containing a quiescent or a flowing inviscid fluid in the framework of linear theory.

The present method is capable of investigating the dynamic behavior of doubly‐curved shells in contact with flow without the need for an analytical solution of the perturbed flow potential.

To assess the influence of flowing fluid on the dynamic behavior of the shell structure, the non-dimensional eigenfrequencies and associated eigenmodes are presented as a function of the non-dimensional fluid velocity.

Finally, the effects of different geometric and material parameters on the dynamic behavior of the FG shells are investigated.

The paper is concerned with the analysis of dynamic behavior of elastic cylindrical shells of rotation subjected to an annular flow of compressible fluid (gas) having both the axial and tangential velocity components.