首页> 外文OA文献 >Mechanical Postbuckling Behavior of Circular Plates Through Concept of Equivalent Radial Tensile Load
【2h】

Mechanical Postbuckling Behavior of Circular Plates Through Concept of Equivalent Radial Tensile Load

机译:基于等效径向拉伸载荷概念的圆板力学后屈曲行为

摘要

Aerospace and automobile structural systems are assemblages of simple structural members like, columns,udcircular and rectangular plates etc., designed with lesser margins of safety and also have minimum mass, areudsubjected to severe mechanical or thermal loads during the service conditions. As such, these structural members are relatively more flexible, compared to the same used in the other fields of engineering. Due to these requirements, the study of the thermal or mechanical postbuckling behavior of these structural members gained importance. To predict the mechanical or thermal postbuckling behavior of these structural members, a more rigorous geometric nonlinear (large deflections) analysis is required. The present study deals with the concept of the effective tensile load developed, due to large deflections, to derive a simple heuristic formula, called simply as the formula, to predict the mechanical postbuckling behavior of circular plates, called simply as plates, without going for complex mathematical treatment1,2. The circular plate problem,formulated in the polar coordinate system, is relatively more involved, as the radial and circumferential strains are coupled by the radial displacement, compared to the otherudstructural members, which are formulated in the Cartesianudcoordinate system. Such formulas are handy and useful toudthe designers/analysts to quickly evaluate the mechanicaludpostbuckling behavior of the plates, in the iterative design/analysis cycles
机译:航空航天和汽车结构系统是简单的结构部件(例如,圆柱, u形圆形和矩形板等)的组合,设计时具有较小的安全裕度,并且还具有最小的质量,在使用条件下会承受严重的机械或热负荷。这样,与其他工程领域中使用的结构构件相比,这些结构构件相对更灵活。由于这些要求,对这些结构构件的热或机械后屈曲行为的研究变得非常重要。为了预测这些结构构件的机械或热屈曲行为,需要进行更严格的几何非线性(大挠度)分析。本研究处理由于较大挠度而产生的有效拉伸载荷的概念,以推导简单的启发式公式(简称为公式)来预测圆形板(简称为板)的机械后屈曲行为,而无需进行复杂的数学处理1,2。与在笛卡尔坐标系中构造的其他结构构件相比,在极坐标系中形成的圆板问题相对更为复杂,因为径向和周向应变是通过径向位移耦合的。这样的公式对设计人员/分析人员来说非常有用,并且可以在迭代的设计/分析周期中快速评估板的机械屈曲行为。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号