基于剂量累积不确定性边界法的多脉冲区域分布闪光弹损伤风险建模。

Jessica Swallow, Emily Fedele, Felicia Sallis-Peterson
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引用次数: 0

摘要

简介包括闪光弹在内的非致命武器伤害风险建模是设计、获取和应用此类军事设备的关键步骤。目前正在开发的一个闪光邦设计概念涉及多个区域分布的闪光邦。由于闪光爆炸爆震定位相对于目标的随机性,特别难以对使用这种装置的操作设置中固有的变化进行建模。听觉系统组织的机械特性变化和中耳肌肉收缩(声反射)相关的不确定性加剧了这一问题,这两种情况都可能在脉冲噪声暴露后立即发生。在这篇文章中,我们展示了一种方法来量化与短时间内暴露于多个区域分布的闪光脉冲相关的伤害风险估计的不确定性,并分析脉冲数量、其空间分布和其参数的不确定性等因素对估计伤害风险的影响。材料和方法我们使用L3应用技术公司开发的Auditory 4.5模型,对在一个区域内分配子弹药的迫击炮和子弹药闪光爆炸装置的分散和时间进行了蒙特卡洛模拟,以估计暴露区域内听力损失(永久阈值偏移)的风险。我们通过应用剂量累积规则的限制性假设来约束损伤风险估计,该规则适用于短脉冲间间隔和多脉冲闪光刘海的不同脉冲噪声强度暴露特征。风险的上限假设脉冲的数量和个体脉冲的强度之间没有风险交易,而下限假设有完全的保护性声反射。结果一般来说,站在模拟中最危险区域的个人面临的风险对子弹药的模式相当敏感,而站在离该区域较远的人的风险则相对敏感。更大的迫击炮爆炸半径(将子弹药分布在更宽的区域)降低了预期的峰值风险,而增加子弹药的数量、单个脉冲的强度或脉冲强度的不确定性会增加预期的风险。我们发现,伤害风险计算必须考虑设备输出变化,因为在闪光爆炸剂量方案中的伤害风险曲线是不对称的。我们还发现,子弹药数量的增加使一个地区的峰值风险增加的速度比现场平均风险更快,并且与声反射状态下剂量积累相关的不确定性对于大量子弹药来说可能是巨大的,不应被忽视。结论这项工作提供了一种方法,用于探索设备参数和剂量累积规则的选择在估计多脉冲、区域分布的闪光爆炸暴露的重大损伤风险和相关不确定性方面的作用。这一分析可以为闪光刘海的设计和操作使用培训提供决策依据。该方法可以扩展到其他设备设计或部署概念,以生成风险图和伤害风险不确定性范围。这项工作没有考虑到闪光爆炸暴露可能导致的永久阈值偏移以外的其他伤害类型。这项工作的一个有用扩展是将设计和操作参数与人类效能联系起来的类似工作。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling Injury Risk From Multiple-Impulse, Area-Distributed Flash-bangs Using an Uncertainty Bounding Approach to Dose Accumulation.

Introduction: Modeling of injury risk from nonlethal weapons including flash-bangs is a critical step in the design, acquisition, and application of such devices for military purposes. One flash-bang design concept currently being developed involves multiple, area-distributed flash-bangs. It is particularly difficult to model the variation inherent in operational settings employing such devices due to the randomness of flash-bang detonation positioning relative to targets. The problem is exacerbated by uncertainty related to changes in the mechanical properties of auditory system tissues and contraction of muscles in the middle ear (the acoustic reflex), which can both immediately follow impulse-noise exposure. In this article, we demonstrate a methodology to quantify uncertainty in injury risk estimation related to exposure to multiple area-distributed flash-bang impulses in short periods of time and analyze the effects of factors such as the number of impulses, their spatial distribution, and the uncertainties in their parameters on estimated injury risk.

Materials and methods: We conducted Monte Carlo simulations of dispersion and timing of a mortar-and-submunition flash-bang device that distributes submunitions over an area, using the Auditory 4.5 model developed by L3 Applied Technologies to estimate the risk of hearing loss (permanent threshold shift) in an exposure area. We bound injury risk estimates by applying limiting assumptions for dose accumulation rules applied to short inter-pulse intervals and varied impulse-noise-intensity exposure characteristic of multi-impulse flash-bangs. The upper bound of risk assumes no trading of risk between the number of impulses and intensity of individual impulses, while the lower bound assumes a perfectly protective acoustic reflex.

Results: In general, the risk to individuals standing in the most hazardous zone of the simulation is quite sensitive to the pattern of submunitions, relative to the sensitivity for those standing farther from that zone. Larger mortar burst radii (distributing submunitions over a wider area) reduce expected peak risk, while increasing the number of submunitions, the intensity of individual impulses, or the uncertainty in impulse intensity increases expected risk. We find that injury risk calculations must factor in device output variation because the injury risk curve in the flash-bang dose regime is asymmetric. We also find that increased numbers of submunitions increase the peak risk in an area more rapidly than scene-averaged risk and that the uncertainty related to dose accumulation in the acoustic reflex regime can be substantial for large numbers of submunitions and should not be ignored.

Conclusions: This work provides a methodology for exploring both the role of device parameters and the choice of dose accumulation rule in estimating the risk of significant injury and associated uncertainty for multi-impulse, area-distributed flash-bang exposures. This analysis can inform decisions about the design of flash-bangs and training for their operational usage. The methodology can be extended to other device designs or deployment concepts to generate risk maps and injury risk uncertainty ranges. This work does not account for additional injury types beyond permanent threshold shift that may occur as a result of flash-bang exposure. A useful extension of this work would be similar work connecting design and operational parameters to human effectiveness.

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