Cylindrical interface cracks in 1-3 piezocomposites

The Yoffe-type moving tubular interface crack in a hollow composite cylinder with finite length

“…(29) are different due to the selection of the circumferential edges boundary conditions. The expressions for the F-F edges are given as follows Q 1 ðnÞ ¼ G 1 n;r 0 ð Þ G 2 n;r 0 ð Þ ; Q 2 ðnÞ ¼ G 4 n;r 2 ð Þ G 2 n;r 0 ð Þ G 1 n;r 1 ð Þ G 2 n;r 0 ð ÞÀG 1 n;r 0 ð Þ G 2 n;r 1 ð Þ G 3 n;r 1 ð Þ G 4 n;r 2 ð ÞÀG 3 n;r 2 ð Þ G 4 n;r 1 ð Þ ; Q 3 ðnÞ ¼ G 3 n;r 2 ð Þ G 4 n;r 2 ð Þ : For the C-C edges, the expressions are obtained as…”

“…(25) (26)and(29)into Eq. (34), then, using the orthogonality of sine functions, one can represent the coefficients A by the following integral ðnÞα½I 1 ðnγk 2 r 1 ÞþQ 3 ðnÞK 1 ðnγk 2 r 1 Þ À I 1 ðnγk 1 r 1 ÞÀQ 1 ðnÞK 1 ðnγk 1 r 1 Þ È Éð37ÞFrom Eqs (27),(29). and(36), one can transform Eq.…”

“…Shi, X. Zheng / International Journal of Mechanical Sciences 98 (2015)[29][30][31][32][33][34][35][36][37][38] …”

Micromechanical modeling and experimental characterization on viscoelastic behavior of 1–3 active composites

“…A two-level thermodynamic based micromechanics theory for domain switching in 1e3 piezocomposites is proposed to predict the orientation dependency of the electromechanical coupling behavior of the composite system [20,21]. The electromechanical load transfer in 1e3 piezocomposites with an imperfect interface has been studied and a theoretical model has been developed using Displacement Discontinuity Method (DDM) to evaluate multiple interface cracks in 1e3 composites [22,23]. The behavior of 1e3 piezocomposites under pure electrical loading condition at room temperature has been studied and it shows the dependency of fiber volume fraction when subjected to these loading conditions [24].…”

Electro-Mechanical Response and Engineering Properties of Piezocomposite with Imperfect Interface

“…The response of piezoelectric composite materials is governed by several parameters, such as the fiber-to-matrix volume ratio, the properties of the fiber, the surrounding matrix material, and the interphase layer between piezoelectric fibers and the matrix [3][4][5]. Properties of piezocomposites can be globally represented by a homogeneous medium with anisotropic properties.Micromechanics model can provide the relations between the microstructure and the overall or effective properties of composites based on the known properties of each material phases in the composites.…”