COMPOSITES SCIENCE AND ENGINEERING ›› 2026, Vol. 0 ›› Issue (7): 44-56.DOI: 10.19936/j.cnki.2096-8000.20260728.006

• BASIC AND MECHANICAL PERFORMANCE RESEARCH • Previous Articles     Next Articles

Uncertainty analysis of tensile strength of open-hole laminates based on RVE modeling

LI Enqing1, LIU Xinglong1, SONG Ting1, LU Xiang2*   

  1. 1. College of Aerospace Engineering, Civil Aviation University of China, Tianjin 300300, China;
    2. College of Transportation Science and Engineering, Civil Aviation University of China, Tianjin 300300, China
  • Received:2025-06-06 Revised:2025-07-22 Accepted:2025-07-25 Online:2026-07-28 Published:2026-08-06

Abstract: Aiming at the problem of dispersion of mechanical properties of open-hole laminates due to fiber and pore inhomogeneity during material preparation, this study develops an algorithm for generating a three-phase RVE model with randomly distributed fibers-substrate-pores, performs macro- and fine-scale progressive damage analyses of open-hole laminates, and solves for the sensitivities of the dimensions of the fibers and pores (Rf, Rv) and the volume fractions (Vf, Vv) by using a polynomial chaos expansion method, to realize theuncertainty prediction of tensile strength of open-hole laminates.The analytical results show that under the combined effect of Vf decrease and Vv increase, the maximum decrease in the elastic performance parameters of the open pore plywood is 29.47%, and the ultimate load decrease is 14.51%, which are significantly more than the corresponding maximum decreases caused by the changes of a single parameter (Vf or Vv) by 19.5% and 10.94%, respectively. For the failure displacements of open-hole laminates, the parameter influences were ranked as Vf > Rf > Vv > Rv; for the ultimate loads of open-hole laminates, the parameter influences were ranked as Vv > Vf > Rv > Rf. Which showed that the effects of the changes in volume fraction were greater than the effects of the changes in dimensions.

Key words: open-hole laminate, RVE modeling, mechanical properties, polynomial chaos expansion, uncertainty

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