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Elastic stability of uniformly compressed plates perforated in triangular patterns

机译:三角形穿孔的均匀压缩板的弹性稳定性

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Critical elastic buckling load of uniformly compressed isotropic plates perforated in equilateral triangular patterns was investigated using FEM. Stiffened and unstiffened square and rectangular elements with wide ranges of hole diameter-to-spacing ratio and plate slenderness were studied. The effect of perforations on the critical elastic buckling load was determined. Design formulas for predicting critical elastic buckling stress based on reduction coefficient approach and equivalent thickness approach were developed using multiple nonlinear regression analysis of FEM results. The obtained critical elastic buckling stress reductions and developed formulas were verified by comparison with results available in literature and with an extensive database of FEM results.
机译:使用有限元法研究了等边三角形模式下均匀压缩的各向同性板的临界弹性屈曲载荷。研究了具有较大的孔径直径与间距比和板细长度的加劲肋和未加劲肋的方形和矩形单元。确定了穿孔对临界弹性屈曲载荷的影响。利用有限元结果的多元非线性回归分析,建立了基于折减系数法和等效厚度法的临界弹性屈曲应力预测设计公式。通过与文献中可用的结果以及广泛的FEM结果数据库进行比较,验证了所获得的临界弹性屈曲应力降低量和开发的公式。

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