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过程工程学报 ›› 2023, Vol. 23 ›› Issue (7): 1042-1053.DOI: 10.12034/j.issn.1009-606X.222257

• 研究论文 • 上一篇    下一篇

钢球冲击下钢化真空玻璃的失效概率研究

高帅, 岳高伟*, 李敏敏, 蔺海晓   

  1. 河南理工大学土木工程学院,河南 焦作 454000
  • 收稿日期:2022-07-18 修回日期:2022-10-25 出版日期:2023-07-28 发布日期:2023-07-28
  • 通讯作者: 岳高伟 mxlygw@163.com
  • 基金资助:
    河南省力学一级学科资助项目

Study on failure probability of tempered vacuum glass under steel ball impact

Shuai GAO,  Gaowei YUE*,  Minmin LI,  Haixiao LIN   

  1. School of Civil Engineering, Henan Polytechnic University, Jiaozuo, Henan 454000, China
  • Received:2022-07-18 Revised:2022-10-25 Online:2023-07-28 Published:2023-07-28

摘要: 钢化真空玻璃以其优异的隔声、隔热、安全等性能日益受到广泛关注,钢化真空玻璃的抗冲击性能及冲击失效问题有待深入研究。采用有限元软件对钢化真空玻璃冲击过程进行模拟仿真,研究冲击过程玻璃的力学特性;利用试验验证数值模拟钢化真空玻璃落球冲击的可行性;基于可靠度理论,利用MATLAB软件分析落球在不同高度冲击任意位置时钢化真空玻璃失效概率。结果表明,数值模拟结果与试验结果吻合度较高。受冲击影响,玻璃上Tresca应力先是急剧增大,后迅速减小。随落球高度增加,受冲击玻璃上产生的Tresca应力相应增大。钢化真空玻璃被冲击时,冲击以应力波形式向四周传播,在冲击位置出现应力波峰值后,Tresca应力急剧减小。由于静态时钢化真空玻璃上应力分布不均匀,不同位置抗冲击的极限落球高度差别较大,其中支撑位置抗冲击能力最小。在任意高度冲击钢化真空玻璃上的随机位置时,玻璃的失效概率与落球高度正相关。在支撑位置附近,钢化真空玻璃冲击失效的概率大,而在2个支撑物中间部位,落球冲击钢化真空玻璃的失效概率最小。

关键词: 钢化真空玻璃, 落球冲击试验, 数值分析, 可靠度, 失效概率

Abstract: The superior sound, heat, and safety performance of tempered vacuum glass (TVG) is drawing increasing attention, but more research needs to be done on the material's impact resistance and impact failure. The mechanical properties of the glass during the impact process were studied using finite element software. Tests were used to confirm the viability of the numerical simulation of the impact of a falling ball on TVG. Based on the reliability theory, MATLAB software was used to analyze the failure probability of the glass when the falling ball impacted any position at various heights. The outcomes demonstrated that there was good agreement between the outcomes of the numerical simulation and those of the experiments. It was feasible to use the physical model of TVG falling ball impact to study the impact resistance of TVG. The Tresca stress on the glass was impacted by the collision, it first rose dramatically and then fell off quickly. The Tresca tension produced by the shattered glass grew as the height of the falling ball rose. When TVG was struck, the impact traveled in the form of stress waves in all directions. After the stress wave's crest emerged at the impact area, the Tresca stress immediately dropped. Due to the uneven stress distribution on the tempered vacuum glass in a static state, the height of the ultimate falling ball in different positions of impact resistance was very different, and the supporting position had the smallest impact resistance. When a falling ball was struck at random positions on TVG at any height, the failure probability of the glass was positively correlated with the height of the ball. The closer to the support position, the greater the likelihood that the impact failed TVG, while the failure probability of the falling ball impacting TVG was lowest in the middle of the two supports.

Key words: tempered vacuum glass, falling ball impact test, numerical analysis, reliability, failure probability