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An In-depth Study of Optimization of Glass-Epoxy Unidirectional Fiber-Reinforced Laminated Composites Under Mechanical Loading

机译:机械负荷下玻璃环氧单向纤维增强层压复合材料优化的深入研究

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It is crucial to calculate the fiber orientation of each composite layer that provides the maximum strength. Considering macroscopic and microscopic levels, we developed an optimization tool for composite structures using higher-order finite element analysis with Mindlin-Reissner’s shear deformation theory embedded in MATLAB. At the microscopic level, we considered fiber volume fraction, aspect ratio, and strengths using higher-order finite element method. At the macroscopic level, shear deformation theory was incorporated to consider the shear stress and rotational inertia on per unit freedom. Using the developed optimization tool, we applied buckling load in different directions on laminated glass-epoxy structure to compare the result with previous literature and to find the optimal glass-epoxy structure for different purposes. In conclusion, experimental data indicated that combining two approaches can lead to a more reliable and pragmatic optimization method for predicting laminate strength in various loading situations.
机译:计算提供最大强度的每个复合层的纤维取向至关重要。考虑到宏观和微观级别,我们使用高阶有限元分析开发了一种用于复合结构的优化工具,嵌入Matlab中的Mindling-Reissner的剪切变形理论。在微观水平下,我们认为使用高阶有限元方法考虑了纤维体积分数,纵横比和强度。在宏观水平下,凝结变形理论被纳入考虑每单位自由度的剪切应力和旋转惯性。使用开发的优化工具,我们在层压玻璃环氧树脂结构上施加了不同方向的屈曲负荷,将结果与先前的文献进行比较,并为不同目的找到最佳的玻璃环氧树脂结构。总之,实验数据表明,组合两种方法可以导致更可靠且务实的优化方法,以预测各种装载情况的层压强度。

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