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Two Men in a Cockpit: Casualty Likelihood if One Pilot Becomes Incapacitated

机译:两名男子在驾驶舱内:如果一名飞行员丧失工作能力,则有伤亡的可能性

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摘要

A double-exponential probability distribution function of the extreme-value-distribution type is introduced to quantify the likelihood of a human's failure to perform his/her duties when operating a vehicle: an aircraft, a spacecraft, a boat, a helicopter, a car, etc. As a possible illustration of the general concept, a situation is considered when two pilots operate an aircraft in an ordinary (normal, routine) fashion that abruptly changes to an extraordinary (offnormal, hazardous) one if one of the pilots becomes incapacitated for one reason or another. Such a mishap is referred to as an accident. Because of the accident, the other pilot, the pilot in charge, might have to cope with a higher mental workload. A fatal casualty will occur if both pilots become unable to perform their duties. Although this circumstance will eventually manifest itself only during landing, in order to assess the probability of the potential casualty, an en route situation (i.e., a situation that precedes descending and landing) is nonetheless considered. This probability depends on the capability of the pilot in charge to successfully cope with the increased mental workload. We determine the probability of a casualty as a function of the actual mental-workload level and the level of the human-capacity factor. The total flight time and the time after the accident are treated in the analysis as nonrandom parameters. The suggested mental-workload/human-capacity-factor model and its generalizations, after appropriate sensitivity analyses are carried out, can be helpful when developing guidelines for personnel training, when choosing the appropriate flight simulation conditions, and/or when there is a need to decide if the existing level of automation and the navigation instrumentation and equipment are adequate to cope with extraordinary (offnormal) situations. If not, additional and/or more advanced instrumentation and equipment should be considered, developed, and installed. Plenty of additional risk analyses and human-psychology-related effort will be needed, of course, to make the guidelines based on the suggested probabilistic risk-management extreme-value-distribution model practical.
机译:引入了极值分布类型的双指数概率分布函数,以量化人在操作以下车辆时无法履行职责的可能性:飞机,航天器,船,直升机,汽车作为一般概念的一种可能的解释,考虑一种情况,当两名飞行员以一种普通(正常,常规)的方式操作飞机时,如果其中一名飞行员丧失能力,则突然变成一种超常(异常,危险)的飞机。由于一个或另一个原因。这种事故称为事故。由于事故,另一位飞行员,即负责飞行员,可能不得不应付更高的精神工作量。如果两名飞行员都无法履行职责,将会造成致命的人员伤亡。尽管这种情况最终只会在降落期间表现出来,但为了评估潜在伤亡的可能性,仍考虑了途中情况(即下降和降落之前的情况)。这种可能性取决于主管飞行员成功应对增加的精神工作量的能力。我们根据实际的脑力劳动水平和人的能力水平来确定人员伤亡的可能性。分析中将总飞行时间和事故发生后的时间视为非随机参数。在进行了适当的敏感性分析之后,建议的心理工作量/人的能力因素模型及其概括对于制定人员培训指南,选择合适的飞行模拟条件和/或需要时可能会有所帮助。决定现有的自动化水平以及导航仪器和设备是否足以应付异常(异常)情况。如果没有,应该考虑,开发和安装更多和/或更先进的仪器和设备。为了使基于建议的概率风险管理极值分布模型的准则切实可行,当然还需要大量额外的风险分析和与人类心理学相关的工作。

著录项

  • 来源
    《Journal of Aircraft》 |2011年第4期|p.1309-1314|共6页
  • 作者单位

    University of California, Santa Cruz, Santa Cruz, California 95064-1077;

    NASA Ames Research Center, Moffett Field, California 94035-1000;

  • 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

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