首页> 外文学位 >ON THE OVALIZATION OF INELASTIC TUBES UNDER CYCLIC BENDING (STRUCTURAL, PLASTICITY, EXPERIMENTAL TECHNIQUES).
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ON THE OVALIZATION OF INELASTIC TUBES UNDER CYCLIC BENDING (STRUCTURAL, PLASTICITY, EXPERIMENTAL TECHNIQUES).

机译:关于弹性弯管在循环弯曲(结构,塑性,实验技术)下的卵形化。

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摘要

In many structural applications, tubular structures such as offshore structures, nuclear reactor components and others are subjected to cyclic bending loads. Under extreme loading conditions, the structures can be cyclically bent into the plastic range. Bending of thin-walled tubes leads to ovalization of their cross sections. This ovalization is responsible for limit load instability characteristic of the observed response. This study deals with the problem of predicting the response and assessing the stability of thin-walled tubes cyclically bent into the plastic range. Aluminum, carbon alloy steel and stainless steel tubes with diameter to thickness ratios ranging from 19 to 45 were cyclically bent in a specially designed pure bending testing facility. Loading histories involving curvature-symmetric cycling were performed. The moment, curvature and ovalization of the tubes were carefully measured. It was found that the ovalization accumulates after each cycle and the growth of ovalization eventually leads to instability. Complementary experiments were also conducted to establish the cyclic stress-strain relations of the tube material.; The analysis to predict the deformation of the tube cross section was based on the principle of virtual work in its incremental form. A detailed survey was carried out on the existing cyclic plasticity models suitable for the prediction of material behavior under complex loading paths. Predictions using Mroz and Two-surface models with different hardening rules revealed sensitivity of the growth of ovalization to the chosen model and, in particular, to the hardening rule adopted. A new two-surface incremental model using a J(,2)-type flow rule and a new hardening rule has also been developed. The new model was implemented in the analysis and shown to yield reasonable prediction for the cycle-dependent growth of ovalization.
机译:在许多结构应用中,管状结构(例如海上结构,核反应堆部件等)会承受周期性的弯曲载荷。在极端载荷条件下,结构可以周期性地弯曲到塑料范围内。薄壁管的弯曲导致其横截面呈椭圆形。这种椭圆化导致观察到的响应的极限载荷不稳定性特征。这项研究解决了预测响应并评估周期性弯曲到塑性范围内的薄壁管的稳定性的问题。直径,厚度比为19到45的铝,碳合金钢和不锈钢管在专门设计的纯弯曲测试设备中循环弯曲。进行了涉及曲率对称循环的加载历史。仔细测量管的弯矩,曲率和椭圆度。发现在每个循环之后卵化逐渐积累,并且卵化的增长最终导致不稳定。还进行了补充实验以建立管材料的循环应力-应变关系。预测管横截面变形的分析是基于虚拟工作原理的增量形式。对现有的循环可塑性模型进行了详细的调查,该模型适用于预测复杂载荷路径下的材料行为。使用具有不同硬化规则的Mroz和两表面模型进行的预测表明,椭圆化的增长对所选模型(尤其是所采用的硬化规则)的敏感性。还开发了使用J(,2)型流动规则和新的硬化规则的新的两面增量模型。新模型已在分析中实施,并显示出对椭圆化的周期依赖性增长的合理预测。

著录项

  • 作者

    SHAW, PING-KAY.;

  • 作者单位

    The University of Texas at Austin.;

  • 授予单位 The University of Texas at Austin.;
  • 学科 Applied Mechanics.
  • 学位 Ph.D.
  • 年度 1985
  • 页码 203 p.
  • 总页数 203
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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