Application of Intuitionistic Fuzzy Evaluation Method in Aircraft Cockpit Display Ergonomics

  • Ghadeer Written by
  • Update: 02/11/2021

Application of Intuitionistic Fuzzy Evaluation Method in Aircraft Cockpit Display Ergonomics

Hui Liu, Chengli Sun, and Jiliang Tu

School of Information and Engineering, University of Nanchang Hangkong, China

Abstract: The ergonomic level of cockpit display design can be improved by establishing an objective and effective method for evaluating the ergonomics of the cockpit display. Given the fuzz problem in ergonomic evaluation, a new intuitionistic fuzzy evaluation method is proposed based on the Intuitionistic Fuzzy Ordered Weighted Geometric Average (IFOWGA) operator and the possible degree function in this work. Firstly, the intuitionistic fuzzy evaluation matrix considering the hesitation degree of experts' determination is first constructed as the basis of intuitionistic fuzzy evaluation. Secondly, using the IFOWGA operator the intuitionistic fuzzy evaluation values are obtained through aggregating the evaluation matrix. And these values are ranked to get the level of ergonomic evaluation by possible degree ranking function. Finally, an evaluation example based on the cockpit display of a certain aircraft is given to verify the effectiveness of the proposed approach. Six alternatives of the evaluation result are obtained by the aggregation of the IFOWGA operator. Applied the possible degree function, the ergonomic evaluation grade of the aircraft cockpit display is the second level by ranking the alternative sand the variation of intuitionistic fuzzy value is already small when the number of experts is more than 16. It can be shown from the results that the ergonomic level of cockpit display can be objectively and scientifically evaluated by the proposed quantitative method, and it can provide a theoretical basis and practical methods for improving the ergonomic level of cockpit display design.

Keywords: Ergonomic evaluation, intuitionistic fuzzy, ordered weighted geometric average operator, possible degree function.

Received July 12, 2019; accepted September 27, 2020

https://doi.org/10.34028/iajit/18/6/13

Full text

Read 420 times
Share
Top
We use cookies to improve our website. By continuing to use this website, you are giving consent to cookies being used. More details…