条状物
屈曲
无量纲量
泊松分布
结构工程
光学(聚焦)
辅助
系列(地层学)
数学
计算机科学
工程类
材料科学
地质学
机械
物理
复合材料
光学
算法
古生物学
统计
标识
DOI:10.1016/j.compstruc.2023.107193
摘要
The paper "Buckling of stretched strips" [1], published in the year 2000, seemed to deal with a rather specific problem of buckling of thin structures. Nevertheless, it aroused quite broad interest and prompted a considerable series of further treatments. Deeper theoretical considerations and advanced applications have been published. Various specific aspects of this type of problem have been addressed in these papers. However, a general and systematic consideration of how and to what extent the Poisson's ratio affects the critical stretch of strips of different length to width ratios, L/B, was lacking. Accomplishing this task is the focus of this paper. Given the increasing use of auxetics, strips made from such materials are also being investigated. In addition, the occurrence of previously undiscovered mode transitions is shown. All results are presented in dimensionless form, which allows for fairly general usage.
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