Non-isothermal Simulation of Edge Effect in LCM Process for Plain-Weave Fabric

IF 2.2 4区 工程技术 Q1 MATERIALS SCIENCE, TEXTILES
Wenkai Yang
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Abstract

Edge effect is a common phenomenon in liquid composite molding (LCM), which has a significant impact on the performance of composite components. Plain-weave fabric is widely used in LCM process. Nevertheless, the yarns of plain-weave fabric in edge area are easy to shed which will cause the edge effect. Meanwhile, the current LCM process is non-isothermal, which the infiltration effect and curing efficiency are improved by heating the resin and the mold. Few systemic researches can be found in the edge effect of LCM process caused by shedding yarns under non-isothermal conditions. This article applied a method to calculate the permeability which considered the yarn shedding of plain-weave fabric. A non-isothermal rheological model of resin is established through resin viscosity and differential scanning calorimetry (DSC) experiments. A simulation model of the edge effect due to yarns shedding under non-isothermal conditions is proposed. This model divides the flow region into the central area, edge area and gap area. Simulation of edge effect is realized by setting three different permeability areas and combining them with the non-isothermal rheological model. Simulation results of edge effect are verified by the non-isothermal flow experiments.

Abstract Image

平纹织物LCM工艺边缘效应的非等温模拟
边缘效应是液体复合材料成型中的一种常见现象,对复合材料构件的性能有着重要影响。平纹织物广泛应用于LCM工艺中。然而,平纹织物的纱线在边缘区域容易脱落,这将导致边缘效应。同时,目前的LCM工艺是非等温的,通过加热树脂和模具来提高渗透效果和固化效率。关于LCM工艺在非等温条件下脱纱引起的边缘效应,目前还没有系统的研究。本文采用了一种考虑平纹织物脱纱的透气性计算方法。通过树脂粘度和差示扫描量热法(DSC)实验,建立了树脂的非等温流变模型。提出了非等温条件下纱线脱落引起的边缘效应的模拟模型。该模型将流动区域划分为中心区域、边缘区域和间隙区域。通过设置三个不同的渗透率区域并将其与非等温流变模型相结合,实现了边缘效应的模拟。通过非等温流动实验验证了边缘效应的模拟结果。
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来源期刊
Fibers and Polymers
Fibers and Polymers 工程技术-材料科学:纺织
CiteScore
3.90
自引率
8.00%
发文量
267
审稿时长
3.9 months
期刊介绍: -Chemistry of Fiber Materials, Polymer Reactions and Synthesis- Physical Properties of Fibers, Polymer Blends and Composites- Fiber Spinning and Textile Processing, Polymer Physics, Morphology- Colorants and Dyeing, Polymer Analysis and Characterization- Chemical Aftertreatment of Textiles, Polymer Processing and Rheology- Textile and Apparel Science, Functional Polymers
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