| نویسندگان | محمد عارفی |
| نشریه | ACTA MECH |
| تاریخ انتشار | 2013-6-01 |
| نمایه نشریه | ISI ,SCOPUS |
چکیده مقاله
This research addresses the nonlinear behavior of a functionally graded piezoelectric (FGP) cylinder
under thermal, mechanical and electrical loads. Except the Poisson ratio, the other thermal, mechanical and
electrical properties vary continuously along the thickness direction. The geometric nonlinearity was con-
sidered in strain–displacement relation. The present paper proposes a novel analytical method for estimating
the response of the systems of nonlinear differential equations. The proposed method is modification and
combination of Adomian’s decomposition and successive approximation methods. The governing nonlinear
differential equations were solved using the proposed analytical method. The nonlinear solutions were pre-
sented for different values of nonhomogenous index. For validation of the results and justifying the necessity
of the present study, the present results were compared with results obtained using the linear analysis. Due to
using the functionally graded cylinder in serious environments such as chemical and weapon equipments or
adjustable and precise condition, a nonlinear analysis for these materials is necessary. A nonlinear analysis
improves the results significantly. A maximum of 5% improvement for electric potential and 9% for radial
displacement were attained employing this nonlinear analysis rather than a linear analysis. These consider-
able improvements can present a confidence and adjustable tool for manufacturing and design of sensors and
actuators with better accuracy.