This study presents a hierarchical multi-objective optimization over multiple scales of hybrid
laminated composites. The fine-scale optimization problem is treated as a meso-level single …

A novel Bessel function method is proposed to obtain the exact solutions for the free-
vibration analysis of rectangular thin plates with three edge conditions:(i) fully simply …

This paper presents a comprehensive vibrational analysis of geometrically imperfect plate
under various boundary conditions. To achieve this, an approach combining the finite …

In this paper, a numerical method is presented to study the dynamic behaviour of an
isotropic rectangular plate subjected to aerodynamic loads induced by parallel supersonic …

Vibration of solid-fluid interaction systems requires a deterministic knowledge of vibration
analysis and structures coupling. It is evident that a structure vibrating in a fluid has to …

We study the natural oscillations of a rectangular plate, two adjacent edges of which are
clamped, and the other two are free (CCFF–plate), as an element of many building …

Elastic structures subjected to fluid flow undergo a considerable change in their dynamic
behavior and can lose their stability. In this article we describe the development of a fluid …

In this article, a four-node rectangular element called R4Sand1 is developed using a hybrid
combination of the classical finite element method and Sanders' shell theory. Utilizing an in …

A method capable of predicting the root mean square displacement response of a thin
structure subjected to a turbulent boundary-layer-induced random pressure field is …

This paper presents a finite element approach to predict the aeroelastic instabilities of
rectangular plates in supersonic airflow with an arbitrary flow direction. The structure's …