The tensile stress-strain curve was modeled by combining laminated shear-lag theory and failure criteria, and the influence of the factors on the stress-strain curve was discussed.
将层合剪滞理论和细观损伤模型相结合确定了各阶段的损伤参数,并对应力-应变曲线进行模拟,讨论了各种因素对复合材料损伤,进而对应力-应变曲线的影响。
参考来源 - 陶瓷基层合复合材料迟滞回线模拟和寿命预测·2,447,543篇论文数据，部分数据来源于NoteExpress
The governing ordinary differential equations of composite stress are given by using shear-lag theory.
通过剪切滞后模型建立了复合材料应力场的控制微分方程。
The deformation and interfacial stress of fiber and matrix are analyzed based on the linear elastic method and shear-lag theory.
通过采用线弹性理论和剪滞理论，对纤维和基体的变形及其界面应力进行了分析。
The deformation and stress condition of the micro-composite are studied according to the shear-lag theory and strain-hardening law.
按照剪切滞后理论和应变硬化规律，研究微复合材料的变形和应力状态。
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