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Isogeometric analysis for functionally graded microplates based on modified couple stress theory

机译:基于maTLaB的功能梯度微孔板的等几何分析   改进夫妻压力理论

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摘要

Analysis of static bending, free vibration and buckling behaviours offunctionally graded microplates is investigated in this study. The main idea isto use the isogeometric analysis in associated with novel four-variable refinedplate theory and quasi-3D theory. More importantly, the modified couple stresstheory with only one material length scale parameter is employed to effectivelycapture the size-dependent effects within the microplates. Meanwhile, thequasi-3D theory which is constructed from a novel seventh-order sheardeformation refined plate theory with four unknowns is able to consider bothshear deformations and thickness stretching effect without requiring shearcorrection factors. The NURBS-based isogeometric analysis is integrated toexactly describe the geometry and approximately calculate the unknown fieldswith higher-order derivative and continuity requirements. The convergence andverification show the validity and efficiency of this proposed computationalapproach in comparison with those existing in the literature. It is furtherapplied to study the static bending, free vibration and buckling responses ofrectangular and circular functionally graded microplates with various types ofboundary conditions. A number of investigations are also conducted toillustrate the effects of the material length scale, material index, andlength-to-thickness ratios on the responses of the microplates.
机译:本研究对功能梯度微孔板的静态弯曲,自由振动和屈曲行为进行了分析。主要思想是将等几何分析与新颖的四变量精炼板理论和准3D理论结合使用。更重要的是,仅使用一个材料长度比例参数的改进的耦合应力理论就可以有效地捕获微孔板中尺寸相关的效应。同时,由新颖的具有四个未知数的七阶剪切变形细化板理论构造的准3D理论能够在不需要剪切校正因子的情况下同时考虑剪切变形和厚度拉伸效应。集成了基于NURBS的等几何分析,可以精确描述几何形状并近似计算具有更高阶导数和连续性要求的未知场。收敛和验证表明,与现有文献相比,该方法具有有效性和有效性。在各种边界条件下,研究矩形和圆形功能梯度微板的静态弯曲,自由振动和屈曲响应。还进行了许多研究,以说明材料长度标度,材料指数和长度/厚度比对微孔板响应的影响。

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