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三维角联锁机织复合材料经纬向剪切性能有限元分析
引用本文:冯古雨,曹海建,王新月,卢雪峰,钱坤.三维角联锁机织复合材料经纬向剪切性能有限元分析[J].材料科学与工程学报,2017,35(4).
作者姓名:冯古雨  曹海建  王新月  卢雪峰  钱坤
作者单位:1. 生态纺织教育部重点实验室,江南大学纺织服装学院,江苏无锡214122;2. 生态纺织教育部重点实验室,江南大学纺织服装学院,江苏无锡214122;纺织服装学院,南通大学,江苏南通226019
基金项目:“十三五”国家重点研发计划资助项目,江苏省自然科学基金-青年基金资助项目,江苏省产学研前瞻性联合研究资助项目,中央高校基本科研业务费专项资金资助项目,江苏高校优势学科建设工程资助项目
摘    要:本文使用三维绘图软件Pro/E 5.0构建出三维浅交弯联机织复合材料在经纬向模型,借助有限元软件ANSYS分别对其施加相同大小的剪切载荷作用,通过数值模拟的方法计算出复合材料及其纤维与树脂组分的剪切应力、应变分布情况。通过对其应力、应变分布情况的分析,探究三维浅交弯联机织复合材料在经纬向剪切载荷作用下的力学行为,并预测其破坏模式。结果表明:复合材料在纬向的剪切性能好于经向;纤维作为主要承载体表现出较大的剪切应力与较小的剪切应变;复合材料在剪切载荷作用下的破坏形式主要为复合材料的倾斜、坍塌及分层、纤维的脆断、树脂的破碎及纤维与树脂间的脱粘。

关 键 词:三维机织复合材料  浅交弯联  剪切性能  有限元分析

Finite Element Analysis on Shear Property in Warp and Weft Direction of 3D Angle Interlock Composites
FENG Guyu,CAO Haijian,WANG Xinyue,LU Xuefeng,QIAN Kun.Finite Element Analysis on Shear Property in Warp and Weft Direction of 3D Angle Interlock Composites[J].Journal of Materials Science and Engineering,2017,35(4).
Authors:FENG Guyu  CAO Haijian  WANG Xinyue  LU Xuefeng  QIAN Kun
Abstract:3D curved-shallow crossing-linking composite models in warp and weft directions were established by mapping software Pro/E 5.0.The shear stress and strain distribution of the composite models were investigated with the help of finite element software ANSYS.The mechanical behavior and failure mode of the 3D composite were studied and predicted by analyzing the shear stress and strain distribution under shear load in warp and weft directions.The results showed that 3D composite had better shear property in weft direction than in warp direction.Compared to resin matrix,fiber made the major contribution to subject the shear load,showing larger shear stress and smaller shear strain.Incline,collapse,and delamination occurred in the 3D composite subjected to shear load.In addition,brittle failure of fibers,fracture of resin matrix,and debond between fiber and resin matrix occurred in the 3D composite subjected to shear load at the same time.
Keywords:3D woven composite  curved shallow crossing linking  shear property  finite element analysis
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