Department of Merchant Marine, College of Maritime Science and Management, National Taiwan Ocean University, Taiwan.
Risk Anal. 2011 May;31(5):745-57. doi: 10.1111/j.1539-6924.2010.01536.x. Epub 2010 Dec 8.
Human error is one of the significant factors contributing to accidents. Traditional human error probability (HEP) studies based on fuzzy number concepts are one of the contributions addressing such a problem. It is particularly useful under circumstances where the lack of data exists. However, the degree of the discriminability of such studies may be questioned when applied under circumstances where experts have adequate information and specific values can be determined in the abscissa of the membership function of linguistic terms, that is, the fuzzy data of each scenario considered are close to each other. In this article, a novel HEP assessment aimed at solving such a difficulty is proposed. Under the framework, the fuzzy data are equipped with linguistic terms and membership values. By establishing a rule base for data combination, followed by the defuzzification and HEP transformation processes, the HEP results can be acquired. The methodology is first examined using a test case consisting of three different scenarios of which the fuzzy data are close to each other. The results generated are compared with the outcomes produced from the traditional fuzzy HEP studies using the same test case. It is concluded that the methodology proposed in this study has a higher degree of the discriminability and is capable of providing more reasonable results. Furthermore, in situations where the lack of data exists, the proposed approach is also capable of providing the range of the HEP results based on different risk viewpoints arbitrarily established as illustrated using a real-world example.
人为错误是导致事故的重要因素之一。基于模糊数概念的传统人为错误概率 (HEP) 研究是解决此类问题的方法之一。在缺乏数据的情况下,这种方法特别有用。然而,当应用于专家有足够信息并且可以确定隶属函数横坐标上的语言术语的具体值(即,所考虑的每个场景的模糊数据彼此接近)的情况下,这种研究的可辨别程度可能会受到质疑。在本文中,提出了一种新的旨在解决这一困难的 HEP 评估方法。在该框架下,模糊数据配备了语言术语和隶属值。通过建立数据组合规则库,然后进行去模糊化和 HEP 转换过程,可以获得 HEP 结果。该方法首先使用包含三个模糊数据彼此接近的不同场景的测试案例进行检查。将生成的结果与使用相同测试案例的传统模糊 HEP 研究产生的结果进行比较。结论是,本研究提出的方法具有更高的可辨别度,并且能够提供更合理的结果。此外,在缺乏数据的情况下,所提出的方法还能够根据任意建立的不同风险观点提供 HEP 结果的范围,如使用实际示例所示。