Wrinkling Control During Deep Draping of Dry Fiber Fabrics: An Effective Numerical Optimization Approach

ABSTRACT Draping of dry fiber fabrics is the first step of high‐pressure resin transfer molding (HP‐RTM) and key stage of quality control, which is widely used in aeronautics. To minimize wrinkling intensity on the surface of the deformed fabric, this study proposes a numerical optimization approach for key forming parameters, including blank holder weight, ply orientation, and tool desk height. The in‐plane shear stiffness is modeled using a hypoelastic equation derived from experimental results, while the out‐of‐plane bending behavior is captured using the membrane‐bending decoupling (MBD) method. The in‐plane shear and out‐of‐plane bending behavior of dry fiber fabrics are modeled using a user‐defined subroutine and validated through the draping of a T‐shaped structure. Furthermore, a promoted back‐propagation neural network (BPNN) coupled with a genetic algorithm (GA) is developed to optimize draping parameters for minimum wrinkling intensity. The continuous nonlinear function of population for GA is built effectively using BPNN with limited input data. The weights and thresholds of BPNN are improved by an optimized method named whale optimization algorithm (WOA), resulting in predicted values with near‐zero absolute errors. The optimal forming parameters for the T‐shaped thin‐walled structure are determined through a numerical optimization approach and subsequently validated through experimental testing.

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Publication Details

Journal
Polymer Composites
Published
2026-02-09
DOI
https://doi.org/10.1002/pc.70884
Primary Topic
Textile materials and evaluations
Type
article
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article

Wrinkling Control During Deep Draping of Dry Fiber Fabrics: An Effective Numerical Optimization Approach

S. X. Li, Haonan Liu, Guangming Huo, Kaidong Zheng et al.
Polymer Composites
Textile materials and evaluations
article

Wrinkling Control During Deep Draping of Dry Fiber Fabrics: An Effective Numerical Optimization Approach

S. X. Li, Haonan Liu, Guangming Huo, Kaidong Zheng, Ruiqi Li, Bin Ke, Haixiao Hu, Yu Zhang, Xia Han, Jinchun Zhu, Hongda Chen
article en

Abstract

ABSTRACT Draping of dry fiber fabrics is the first step of high‐pressure resin transfer molding (HP‐RTM) and key stage of quality control, which is widely used in aeronautics. To minimize wrinkling intensity on the surface of the deformed fabric, this study proposes a numerical optimization approach for key forming parameters, including blank holder weight, ply orientation, and tool desk height. The in‐plane shear stiffness is modeled using a hypoelastic equation derived from experimental results, while the out‐of‐plane bending behavior is captured using the membrane‐bending decoupling (MBD) method. The in‐plane shear and out‐of‐plane bending behavior of dry fiber fabrics are modeled using a user‐defined subroutine and validated through the draping of a T‐shaped structure. Furthermore, a promoted back‐propagation neural network (BPNN) coupled with a genetic algorithm (GA) is developed to optimize draping parameters for minimum wrinkling intensity. The continuous nonlinear function of population for GA is built effectively using BPNN with limited input data. The weights and thresholds of BPNN are improved by an optimized method named whale optimization algorithm (WOA), resulting in predicted values with near‐zero absolute errors. The optimal forming parameters for the T‐shaped thin‐walled structure are determined through a numerical optimization approach and subsequently validated through experimental testing.

Polymer Composites
Wuhan University of Technology (CN), Ji Hua Laboratory (CN), Electric Propulsion Laboratory (United States) (US), China National Building Materials Group (China) (CN), Huanggang Central Hospital (CN)
Life below water
Openalex Percentile: Top 62%
Textile materials and evaluations
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Wrinkling Control During Deep Draping of Dry Fiber Fabrics: An Effective Numerical Optimization Approach — S. X. Li, Haonan Liu, et al. · Polymer Composites (2026) | TGRS Research Map | TGRS