1) reliability/break through
可靠性/直通
2) direct current reliability
直流可靠性
3) nonstop reliability
直达可靠性
1.
These indexes were public transportation network connectivity reliability, travel time reliability, nonstop reliability etc.
从线网布局及拓扑结构入手,根据公交线网自身特性,借鉴路网可靠性指标分别定义了公交线网连通可靠性、出行时间可靠性、直达可靠性等,并建立数学模型,将量化的概率值引入公交线网可靠性研究之中。
4) Connectivity reliability
连通可靠性
1.
Research on Connectivity Reliability of Urban Transit Network Based on Theory of Complex Network;
基于复杂网络理论的城市轨道交通网络连通可靠性研究
2.
Whether the road networks can be reliable or not depends on the following two factors: the function evaluation index of traffic system,such as connectivity reliability,travel time reliability,capacity reliability,and traffic flowing reliability,and the correct and objective analysis of their i.
在此基础上对连通可靠性、出行时间可靠性、容量可靠性、畅通可靠性等交通系统性能评价指标及其相互关系的正确、客观分析对于路网可靠与否显得至关重要。
3.
The basic concepts of connectivity reliability,travel time reliability and capacity reliability are presented.
文章是对道路交通网络可靠性研究的综述 ,阐述了连通可靠性、行程时间可靠性及容量可靠性的基本概念。
5) and traffic flowing reliability
畅通可靠性
1.
Whether the road networks can be reliable or not depends on the following two factors: the function evaluation index of traffic system,such as connectivity reliability,travel time reliability,capacity reliability,and traffic flowing reliability,and the correct and objective analysis of their i.
在此基础上对连通可靠性、出行时间可靠性、容量可靠性、畅通可靠性等交通系统性能评价指标及其相互关系的正确、客观分析对于路网可靠与否显得至关重要。
6) connected reliability
连通可靠性
1.
The connected reliability is significant index for studing the network substance structure.
连通可靠性是研究网络结构的有效指标,这里将其作为系统的优化目标建立了基于连通可靠性的城市道路交通网络设计模型,并运用分支定界法对其求解。
2.
This paper analyzes the index for road network performance assessment such as connected reliability, travel time reliability, capacity reliability, behavior reliability and potential reliability in detail.
重点分析连通可靠性、出行时间可靠性、能力可靠性、行为可靠性和潜在可靠性等评价道路网络性能的指标,在回顾和总结交通网络可靠性研究发展的基础上,针对国内外的研究现状,提出了目前研究中存在的问题,描述了该领域有待研究的方向。
补充资料：必然性，可靠性
必然性，可靠性
certainty
必然性，可靠性[沈r侧nty;月oeToaep毗T‘] 预先确信某事件毫无疑问会实现.必然性是某事件可实现性的特征，且标上了最高水平的概率.在概率论中，必然性的概念是与必然事件(certain event)和以概率l出现的事件相联系的.在实践中，只要某事件的概率充分接近于1，人们就称之为必然性事件.
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条