Poroelastic vibrations of FG Porous higher-order shear deformable
Jing Li,Fei Tang,Yasser Alashker,Farhan Alhosny
Abstract
In the current examination, a trigonometric shear deformation theory is hired to govern natural frequencies of a
functionally graded porous microplate which is covered by two nanocomposite layers. The properties of the structure are varied
based on the specified patterns. Utilizing the modified form of couple stress theory for taking the scale effect into account in
conjunction with Hamilton's principle, the motion equations are obtained. Then, they are solved via Fourier series functions as
an analytical approach. After confirming the results' accuracy, various parameters' effect on the results is investigated. Designing
and manufacturing more efficient structures, especially those that are subjected to multi-physical loads can be accounted as
findings of this work.
Jing Li and Fei Tang:School of Intelligent Construction, Wuchang University of Technology, Wuhan 430223, China
Yasser Alashker:Department of Civil Engineering, College of Engineering, King Khalid University, Saudi Arabia
Farhan Alhosny:Mechanical Engineering Department, UAE University, Al-Ain, UAE
PDF Viewer
Preview is limited to the first 3 pages. Sign in to access the full PDF.
