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Nonlinear finite element analysis of glass panels

机译:玻璃面板的非线性有限元分析

摘要

Glass panels which are widely used in curtain wall systems, behave nonlinearly under high wind load when their deflections exceed about 3/4 of their thickness. The American and the Canadian design codes for curtain wall and window systems have made it mandatory to include the effect of large deflection in the design and analysis of glass panels. This paper presents a versatile finite shell element method for nonlinear analysis of glass panels subjected to high wind loads. The accuracy of the proposed method is demonstrated via comparison with the results of previous studies and experiments. The advantage of the present method is its versatility in handling complex loading and boundary conditions whilst its longer computational time has been effectively offset by the adoption of the efficient incremental-iterative minimum residual displacement method of analysis and the availability of fast personal computers. Using the examples studied in this paper, it was found that the nonlinearity in glass may violate the linear assumption in the practical loading range, resulting in unexpected glass behaviour if the linear theory is used. More interestingly, the use of higher strength glass, the tempered or the heat-strengthened glass, will not increase the load resistance of the panel when it is under in-plane loads causing instability.
机译:广泛用于幕墙系统的玻璃面板,当挠度超过其厚度的3/4时,在高风荷载下会表现出非线性。美国和加拿大的幕墙和窗户系统设计规范已强制要求在玻璃面板的设计和分析中包括大挠度的影响。本文提出了一种通用的有限壳单元法,用于对高风荷载下的玻璃面板进行非线性分析。通过与以前的研究和实验结果进行比较,证明了该方法的准确性。本方法的优点是它在处理复杂的载荷和边界条件时具有多功能性,而其较长的计算时间已通过采用有效的增量迭代最小残留位移分析方法和快速个人计算机的使用而得到有效补偿。使用本文研究的示例,发现玻璃的非线性可能会在实际载荷范围内违反线性假设,如果使用线性理论,则会导致意外的玻璃行为。更有趣的是,使用高强度玻璃(钢化玻璃或热增强玻璃)在面板承受面内负载而导致不稳定时,不会增加面板的负载电阻。

著录项

  • 作者

    So AKW; Chan SL;

  • 作者单位
  • 年度 1996
  • 总页数
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类

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