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STUDY OF BUCKLING OF CRACKED PLATE REINFORCED IN COMPRESSION

机译:压缩裂纹板的屈曲研究

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The objective of this paper is to numerically analyze the buckling of reinforced structures (stiffened plate) cracked under compressive stress by considering the evolution of cracks and its orientation. Numerical modeling and calculation by the finite element method, estimated the critical load for compression panel. The work presented in the article was inspired by several publications that related to this field. Brighenti have studied the behavior of elastic buckling of rectangular cracked thin plate for different boundaries conditions. Following these calculations, a calibration function was derived to estimate the load ratio ψ to the compression function of the crack length and its inclination. We found that the variation of the critical stress is proportional to the crack dimensions. In buckling, a transverse crack is more stable than a longitudinal crack.
机译:本文的目的是通过考虑裂纹的发展及其方向,对在压应力作用下开裂的增强结构(加劲板)的屈曲进行数值分析。通过有限元数值模拟和计算,估算了压板的临界载荷。本文中介绍的工作受到与该领域相关的一些出版物的启发。 Brighenti研究了矩形裂纹薄板在不同边界条件下的弹性屈曲行为。经过这些计算,得出了一个校准函数,以估算裂纹长度及其倾斜度的压缩比与载荷比ψ。我们发现临界应力的变化与裂纹尺寸成正比。在屈曲中,横向裂纹比纵向裂纹更稳定。

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