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Equivalent-Design Crack Model for Structural Glass Elements

机译:结构玻璃元件的等效设计裂纹模型

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摘要

Analytical determination of safety in glass structures often uses oversimplified resistance criteria or fully probabilistic models which require special software to numerically solve the complex equations. Due to computation cost and remaining uncertainty in these different analytical methods, engineers are often required to perform expensive experimental tests to reliably determine glass-structure safety. As a compromise between the need to accurately model the complex mechanical behavior of glass failure and the need to reduce analytical complexity in calculations, this paper proposes a simple semiprobabilistic failure prediction model for glass structures, called the equivalent-design crack model (EDCM). The EDCM is defined using the basis of linear elastic-fracture mechanics, characterized by a mathematical expression that depends on the probability of failure and the level of surface damage. The proposed model considers the influence of surface area, load time-history and complex stress fields within the structural elements. Experimental results from four-point bending and coaxial double-ring tests show good agreement with analytical results using the proposed EDCM method. Application ofthe EDCM in structural design is also presented.
机译:对玻璃结构的安全性进行分析确定时,通常使用过分简化的电阻标准或完全概率模型,这些模型需要特殊的软件才能用数值方法求解复杂的方程式。由于计算成本和这些不同分析方法的不确定性,经常需要工程师执行昂贵的实验测试才能可靠地确定玻璃结构的安全性。为了精确地模拟玻璃故障的复杂力学行为与降低计算的分析复杂性之间的折衷,本文提出了一种简单的玻璃结构半概率故障预测模型,称为等效设计裂纹模型(EDCM)。 EDCM是使用线性弹性断裂力学的基础定义的,其特征在于取决于失效概率和表面损坏程度的数学表达式。所提出的模型考虑了结构单元内的表面积,载荷时程和复杂应力场的影响。四点弯曲和同轴双环试验的实验结果与所提出的EDCM方法的分析结果吻合良好。还介绍了EDCM在结构设计中的应用。

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