2018
DOI: 10.1002/pc.25121
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Thermal cycling influences on compressive deformations of laminate composites

Abstract: Composite structures always undergo temperature variations in service. In this procedure, the external loading coupled with thermal cycling will lead to their accelerated failures. In addition, the different loadings and microscopic structural parameters also play the important role in nonlinear deformation behaviors. This article presents a coupled thermo‐mechanical micromechanical model for investigating the compressive deformations of composite laminates with consideration of thermal residual stress. To thi… Show more

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Cited by 7 publications
(6 citation statements)
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“…It should be noted that the effectiveness of this method in predicting failure strength of composite structures, including lamina and laminates, has been verified by comparing with the experimental data [34,42]. In addition, the experimental test results of the compressive responses of AS4/3501-6 composites subjected to coupled thermo-mechanical loading [36] are also employed to validate the proposed method. In light of the aforementioned investigations, stiffness degradations and biaxial failure strength of the lamina are investigated in this study.…”
Section: Investigations On Biaxial Failure Strengthmentioning
confidence: 88%
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“…It should be noted that the effectiveness of this method in predicting failure strength of composite structures, including lamina and laminates, has been verified by comparing with the experimental data [34,42]. In addition, the experimental test results of the compressive responses of AS4/3501-6 composites subjected to coupled thermo-mechanical loading [36] are also employed to validate the proposed method. In light of the aforementioned investigations, stiffness degradations and biaxial failure strength of the lamina are investigated in this study.…”
Section: Investigations On Biaxial Failure Strengthmentioning
confidence: 88%
“…where h and l are dimensions of the RVE. Detailed information of the modelling procedures and the equations can be found in Ye and Aboudi [36][37][38].…”
Section: Coupled Thermo-mechanical Modelling Of Continuous Fiber-reinforced Compositesmentioning
confidence: 99%
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“…In addition, the continuity between adjacent sub-cell displacements and tractions was employed to solve the coupled thermo–mechanical equations. Detailed modelling procedures were reported by Aboudi and Ye [34,35]. Finally, the macroscopic average component, boldnormalY¯=[σ¯11 σ¯22 σ¯33 σ¯23 σ¯13 σ¯12 q1 q2 q3]T, can be expressed as a function of the macroscopic average strains, ε¯ijfalse(i,j=1,2,3false), and temperature gradients, Hifalse(i=1,2,3false), according to the homogenization theory, that is:boldnormalY¯=1hltrueβ=1Nβtrueγ=1NγhβlγA...…”
Section: Theoretical Aspectsmentioning
confidence: 99%
“…h  and l  are sub-cell dimensions in the 2 y and 3 y directions, respectively. To improve computational efficiency and accuracy, the GMC was further developed by other researchers [35][36]. By employing the sub-cell stresses as unknown variables, Pindera and Bednarcyk [37] improved calculation efficiency of the microscopic method.…”
Section: Microscopic Modeling Of the Rvementioning
confidence: 99%