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A numerical method for predicting the deformation of crazed laminated windows under blast loading

机译:爆炸载荷作用下夹层玻璃窗变形的数值预测方法

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摘要

The design of laminated glazing for blast resistance is significantly complicated by the post-crack behaviour of glass layers. In this research, a novel numerical method based on a semi-analytical energy model is proposed for the post-crack behaviour of crazed panes. To achieve this, the non-homogenous glass cracks patterns observed in literature experimental and analytical work was taken into consideration. It was assumed that, after the glass crazing, further deformations would occur in the cracked edge areas, whilst the central window surface would remain largely undeformed. Therefore, different internal work expressions were formulated for each zone and were then combined in the overall model. The resulting differential equation was then solved numerically. The results obtained were compared with data from four experimental full-scale blast tests for validation. Three of these blast tests (Tests 1–3) were presented previously (Hooper et al., 2012) on 1.5 × 1.2 m laminated glazing samples made up with two 3 mm glass layers and a central 1.52 mm PVB membrane, using a 15 and 30 kg charge masses (TNT equivalent) at 13–16 m stand-off. The fourth blast test (Test 4) was conducted on a larger 3.6 × 2.0 m pane of 13.52 mm thickness, using a 100 kg charge mass (TNT equivalent) at a 17 m stand-off. All blast tests employed the Digital Image Correlation (DIC) technique to obtain 3D out-of-plane deflections and strains.The proposed analytical method reproduced the experimental deflection profiles, with the best estimates obtained for the more severe loading cases. Reaction forces were also compared with experimental estimates. The predictive ability of the proposed method could permit more accurate designs to be produced rapidly, improving structures resistance to such loadings.
机译:玻璃层的裂纹后行为使层压玻璃的设计具有显着的抗爆炸性。在这项研究中,提出了一种基于半解析能量模型的新型数值方法,用于裂纹玻璃的裂纹后行为。为此,考虑了在文献实验和分析工作中观察到的非均质玻璃裂纹模式。假定在玻璃开裂之后,在破裂的边缘区域中将发生进一步的变形,而中央的窗户表面将在很大程度上保持不变形。因此,为每个区域制定了不同的内部工作表达式,然后将其组合到整个模型中。然后对所得的微分方程进行数值求解。将获得的结果与来自四个实验性全面爆炸试验的数据进行比较以进行验证。之前(Hooper等人,2012)对这三种爆炸试验(试验1-3)进行了测试(Hooper等人,2012),该试验是在1.5×1.2 m夹层玻璃样品上进行的,该样品由两个3 mm的玻璃层和一个1.52 mm的中央PVB膜组成,使用15 30-13kg装料质量(等效于TNT)在13–16µm的距离内。第四次爆炸测试(测试4)是在厚度为13.52 mm的更大的3.6 x 2.0 m的玻璃板上进行的,使用的是100 kg装料质量(相当于TNT),间距为17 standm。所有爆炸测试均采用数字图像相关(DIC)技术获得3D平面外挠度和应变。拟议的分析方法重现了实验挠度分布图,对于更严重的载荷情况,可获得最佳估计值。反作用力也与实验估计值进行了比较。所提出的方法的预测能力可以使更准确的设计迅速产生,从而提高结构对这种载荷的抵抗力。

著录项

  • 来源
    《Engineering Structures》 |2018年第1期|29-40|共12页
  • 作者单位

    School of Civil and Environmental Engineering, Nanyang Technological University;

    Ocean College, Zhejiang University;

    Department of Mechanical Engineering, Imperial College London;

    College of Engineering, Swansea University;

    Arup Resilience Security and Risk;

    Arup Resilience Security and Risk;

    Arup Resilience Security and Risk;

    Department of Mechanical Engineering, Imperial College London;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-18 00:10:12

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