Nonlinear thermal vibration of fluid infiltrated magneto piezo electric variable nonlocal FG nanobeam with voids

L. Rubine , R. Selvamani , F. Ebrahimi

Abstract

This paper studies, the analysis of nonlinear thermal vibration of fluid-infiltrated FG nanobeam with voids. The effect of nonlinear thermal in a FG ceramic-metal nanobeam is determined using Murnaghan's model. Here the influence of fluids in the pores is investigated using the Skempton coefficient. Hamilton's principle is used to find the equation of motion of functionally graded nanobeam with the effect of refined higher-order state space strain gradient theory (SSSGT). Numerical solutions of the FG nanobeam are employed using Navier's solution. These solutions are validated against the impact of various parameters, including imperfection ratio, fluid viscosity, fluid velocity, amplitude, and piezoelectric strain, on the behavior of the fluid-infiltrated porous FG nanobeam.

Key Words

FG porous piezoelectric beam; fluid infiltrated nanobeam; nonlinear thermal; Refined higher order SSSGT; variable nonlocal

Address

L. Rubine, R. Selvamani — Department of Mathematics, Karunya Institute of Technology and Sciences, Coimbatore-641114, Tamilnadu, India
F. Ebrahimi — Department of Mechanical Engineering, Imam Khomieni International University, Qazvin, Iran

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