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Effectiveness Analysis for Aviation-Safety Measures in the Absence of Actual Data

机译:缺乏实际数据的航空安全措施的有效性分析

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Sometimes, it seems likely that a technological advance will improve aviation safety, but it is not clear by how much. Uncertainty might be especially great when the innovation strengthens the capabilities of an existing system rather than creates entirely new capabilities. For example, newly-available "name tags" can enhance ground surveillance systems by displaying for air traffic controllers the identity of each plane on the runway. But, when two such planes are in danger of colliding, how much benefit arises because the controller knows that they are (say) United #306 and American #424? Focusing on an example about added functionality for a ground collision avoidance system, we describe a method for generating probabilistic estimates of benefits for a technology not yet deployed. The effort starts with a group activity involving technology experts and system users, in which relevant past events are studied and discussed one at a time. Then key participants are asked individually to assess the probability that the new technology would have "saved the day" in each situation, while other available measures would not. A major challenge is to avoid confusion and anxiety for participants, while preventing some individuals from exerting excess influence on group decisions (as can arise in consensus-based procedures). We present effectiveness estimates for added functionality, as well as approximate margins of error for these estimates. We also discuss the limitations of the approach used, and alternative methods of making effectiveness estimates.
机译:有时,技术的进步似乎可以改善航空安全性,但尚不清楚其程度如何。当创新增强了现有系统的功能而不是创造全新的功能时,不确定性可能会特别大。例如,新近可用的“名称标签”可以通过向空中交通管制员显示跑道上每架飞机的身份来增强地面监视系统。但是,当两架这样的飞机有相撞的危险时,由于管制员知道他们是(比如说)美国#306和美国#424,会产生多少收益?着眼于有关避免地面碰撞系统的附加功能的示例,我们描述了一种为尚未部署的技术生成收益概率估计的方法。这项工作始于由技术专家和系统用户参加的小组活动,其中一次研究和讨论了相关的过去事件。然后,要求主要参与者分别评估在每种情况下新技术将“挽救一天”的可能性,而其他可用措施则不会。一个主要的挑战是避免参与者的困惑和焦虑,同时防止某些人对小组决策施加过度影响(这可能会在基于共识的程序中产生)。我们提供了附加功能的有效性估算,以及这些估算的近似误差范围。我们还将讨论所用方法的局限性以及进行有效性估算的替代方法。

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