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作 者:凌颖琦 刘诗福[2] 林盛[2] 吴磊 宾雪阳 LING Yingqi;LIU Shifu;LIN Sheng;WU Lei;BIN Xueyang(Department of Transportation Engineering,Zhejiang College,Tongji University,Jiaxing 314051,China;Key Laboratory for Road and Traffic Engineering of Education Ministry,Tongji University,Shanghai 201804,China;Airport Branch,Hebei Construction Group Co Ltd,Beijing 100621,China)
机构地区:[1]同济大学浙江学院交通运输工程系,浙江嘉兴314051 [2]同济大学道路与交通工程教育部重点实验室,上海201804 [3]河北建设集团股份有限公司空港分公司,北京100621
出 处:《中国民航大学学报》2019年第3期27-32,共6页Journal of Civil Aviation University of China
基 金:国家自然科学基金项目(51678444)
摘 要:新版道面评价规范中将机场跑道平整度评价指标修订为国际平整度指数(IRI)和波音平整度指数(BBI),但均未具体给出两者的适用范围,且目前对这两种方法的实际使用效果研究较少。提出基于Matlab的跑道平整度评价方法对比与分析流程,并以华东某机场跑道实测3D不平整数据为例,多维度探究IRI和BBI指标与飞机滑跑动力响应特性的关系。结果表明:BBI和IRI的相关性较差,整体相关系数仅为0.1左右;对于飞机加速度均方根分布趋势,BBI的预测能力是IRI的3.6倍。建议新版规范将BBI作为主要评价指标,IRI作为辅助指标,在平整度较差的区域,可综合考虑两者做出更科学合理的养护维修决策。In the latest version of runway evaluation, the evaluation index of runway roughness is revised as IRI and BBI without their adaptability. Currently, few studies focus on the actual application effect of these two methods. The comparison and analysis process of runway roughness evaluation methods based on Matlab is proposed, taking measured 3D roughness data of a certain airport runway in East China as instance, the relation between IRI and BBI indices and the dynamic responding characteristics of aircraft taxiing is explored in a multi-dimensional way. Results show that the correlation between BBI and IRI is poor, and the overall correlation coefficient is only about 0.1. From the prediction of aircraft acceleration RMS distribution trend, BBI is more capable than IRI by 3.6 times. It is suggested that in the latest version of the specification considers BBI as main evaluation index and IRI as auxiliary index. In the region with poor roughness, a more scientific and reasonable maintenance decision should be made by taking both of them into comprehensive consideration.
分 类 号:V351.11[航空宇航科学与技术—人机与环境工程]
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