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Probability damage calculation of building targets under the missile warhead strike

机译:导弹弹头罢工建筑目标的概率损伤计算

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摘要

Quantification of the target damage under missile striking is not only a key issue in the field of damage, but also an important basis for the attack strategy evaluation. Based on Monte Carlo method, an improved quantitative method of building target probability damage is proposed in this study. By analyzing the relationship between landing points of the warhead and damage contour lines of the target, this method can quickly, accurately and reliably evaluate the percentage of damaged area P-d of the target under a warhead attack. Firstly, the method takes the percentage of damaged area P-d as a standard to measure the damage degree of the building target, and determines how the percentage of damaged area Pd is related to overpressure P-s and impulse L Secondly, based on different target scales and the TNT equivalents of the missile warhead, the evaluated target is discretized and corresponding grid division criteria are formulated. Thirdly, building targets with different equivalent areas are taken as objects, and the percentage of the damaged area of each target under different landing points is calculated. Landing points with the same percentage of damaged area P-d are connected to obtain damage contour lines of respective targets. Finally, Monte Carlo method is used to simulate missile landing points, which are distributed in the form of a two-dimensional normal distribution, where the distribution center point is the ideal landing point. Combined with the damage contour line, the damage probability value under the arbitrary percentage of the damaged area of each target can be obtained.
机译:导弹引人注目的目标损害的量化不仅是损害领域的关键问题,也是攻击战略评估的重要依据。基于蒙特卡罗方法,在本研究中提出了一种改进的建筑物概率损伤的定量方法。通过分析目标弹头和损坏目标的损坏轮廓线之间的关系,这种方法可以快速,准确,可靠地评估弹头攻击下目标的受损区域P-D的百分比。首先,该方法将受损区域PD的百分比作为测量建筑物目标的损伤程度,并确定损坏区域PD的百分比与超压PS和脉冲L有关,基于不同的目标尺度和导弹弹头的TNT等同物,评估的目标是离散化的,并制定了相应的网格划分标准。第三,计算具有不同等效区域的构建目标作为对象,计算每个目标在不同着陆点下的受损区域的百分比。连接具有相同损坏区域P-D百分比的着陆点,以获得各个目标的损坏轮廓线。最后,Monte Carlo方法用于模拟导弹着陆点,其以二维正态分布的形式分布,其中分配中心点是理想的着陆点。结合损坏轮廓线,可以获得每个目标的受损区域的任意百分比下的损伤概率值。

著录项

  • 来源
    《Reliability Engineering & System Safety》 |2020年第10期|107030.1-107030.15|共15页
  • 作者

    Zhai Cheng-lin; Chen Xiao-wei;

  • 作者单位

    Beijing Inst Technol State Key Lab Explos Sci & Technol Beijing 100081 Peoples R China|Beijing Inst Technol Sch Mechatron Engn Beijing 100081 Peoples R China;

    Beijing Inst Technol State Key Lab Explos Sci & Technol Beijing 100081 Peoples R China|Beijing Inst Technol Adv Res Inst Multidisciplinary Sci Beijing 100081 Peoples R China;

  • 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

    Damage probability; Monte carlo method; Discrete meshing; Damaged area; Damage contour line;

    机译:损伤概率;蒙特卡罗方法;离散啮合;受损区域;损坏轮廓线;

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