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SOUTHWELL PLOT ESTIMATION OF LOCAL CRITICAL STRESSES IN THIN-WALLED COLUMNS

机译:综合围柱局部临界应力的南威特策划

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In spite of the phenomenal advances experienced in the field of numerical structural analysis, there is still (and will be for a longtime) an increasing need to perform experimental studies. In fact, it is rather difficult to gain a deep insight on the overall behavior of a given structure or structural element without carefully testing it. Moreover, experimental investigations remain an indispensable tool to gather data intended to calibrate and check the validity of design rules. In order to evaluate the structural efficiency of thin-walled columns, it is essential to study their buckling behavior, which is often affected by interaction phenomena between local (cross-section) and global modes. Therefore, one must assess the column local buckling behavior, i.e., identify the relevant modes and calculate the corresponding bifurcation stresses. The buckling behavior of most compressed thin-walled cross-sections (i.e., stub-columns) is conditioned by two types of buckling modes, designated as "local plate" (LPM) and "distortional" (DM). These buckling modes are illustrated in figure 1 and either of them may be critical for currently used cross-section shapes and dimensions.
机译:尽管在数值结构分析领域中经历了现象的进步,但仍然存在(并且是长时间的)越来越需要进行实验研究。事实上,它很难深入了解给定结构或结构元素的整体行为而不小心地测试它。此外,实验研究仍然是一个不可或缺的工具,可以收集旨在校准的数据,并检查设计规则的有效性。为了评估薄壁柱的结构效率,必须研究其屈曲行为,这通常受当地(横截面)和全球模式之间的相互作用现象的影响。因此,必须评估柱本地屈曲行为,即,识别相关模式并计算相应的分叉应力。大多数压缩薄壁横截面(即,短柱)的屈曲行为由两种类型的屈曲模式调节,指定为“局部板”(LPM)和“扭曲”(DM)。这些屈曲模式在图1中示出,并且它们中的任何一个对于当前使用的横截面形状和尺寸可能是至关重要的。

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