img
img
img
img
img
link
Home / all-journals/ /Article

Vibration Analysis of Two-dimensional Functionally Graded Plate with Piezoelectric Layers using the Classical Theory of Plates


Mohammad Sharafi* 

English Language Teaching, Faculty of Humanities, Sepidan Azad University, Tehran, Iran. 

*Correspondence: mohammad63sharafi@gmail.com (Mohammad Sharafi, English Language Teaching, Faculty of Humanities, Sepidan Azad University, Tehran, Iran).

Powered by Froala Editor


ABSTRACT 

In this article, two-dimensional functional materials have been used using the power law in them, which is a good measure to obtain the properties of a composite material of metal and ceramic. At first, the equations of motion were obtained using Hamilton's method and solved by the GDQ method, and finally, the accuracy of the obtained answers was compared with the existing articles. In the following, the dynamic model of the sheet with two piezoelectric actuator layers at the top and bottom was investigated and the obtained equations were solved using the Ritz method. 

Keywords: Two-dimensional functional sheet vibration, Hamilton's principle, GDQ, and piezoelectric.

Citation: Sharafi M. (2023). Vibration analysis of two-dimensional functionally graded plate with piezoelectric layers using the classical theory of plates, Br. J. Arts Humanit., 5(5), 243-252. https://doi.org/10.34104/bjah.02302430252


Powered by Froala Editor