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1)  network reliability analysis
网络可靠性分析
1.
In this thesis, after analyzing the actuality of the measurement technology and performance requirement of the network, a network reliability analysis system based on network traffic acquisition and parameters measurement is designed and implemented.
本文在对现有的网络测量技术、网络性能需求分析进行研究的基础上,设计并实现了一个基于流量采集与参数测量的网络可靠性分析系统,并对实现关键技术进行了研究。
2)  network reliability
网络可靠性
1.
Study on calculation methods of network reliability
网络可靠性计算方法研究
2.
Analysis of wireless network reliability based on transmission power
基于发送功率的无线网络可靠性分析
3.
Twelve factors which influence network reliability of armada are concluded.
针对舰船编队网络,分析了其网络通讯的特点,归纳出影响舰船编队网络可靠性的12个因素,给出了各种因素的重要度。
3)  reliable networks
可靠性网络
1.
Design and implementation of reliable networks for Railways External Services System;
铁路对外服务系统可靠性网络设计与实现
4)  reliability analysis
可靠性分析
1.
Dynamic reliability analysis of offshore platform considering fatigue failure;
考虑疲劳失效的海洋平台动态可靠性分析
2.
Reliability Analysis Applied to the Bottom Shell of the Vertical Steel Oil Tanks in Service;
在役立式钢制油罐底圈罐壁可靠性分析
3.
Reliability Analysis and Optimize Design for Natural γ-ray Logging Tool;
自然伽马测井仪可靠性分析及优化设计
5)  analysis of reliability
可靠性分析
1.
It was also investigated the approach of the internal Strongest Interference Path existed in a general system by the Shortest Path Algorithm in Graph Theory with BLT Equation and the Analysis of Reliability in Electromagnetic Topology.
研究了利用图论中的最短路径算法结合BLT方程及可靠性分析得到一般系统内部存在的最强干扰路径的方法。
6)  probability analysis
可靠性分析
1.
A model for Reliability prediction of fatigue residual life of composite laminates has been derived based on probability analysis.
应用可靠性分析的方法 ,导出了层板复合材料在疲劳载荷作用下的疲劳剩余寿命的预报模型。
2.
The probability analysis method of the bearing capacity of composite pile foundation is investigated, which can push the developing of the reliability method of composite pile foundation.
研究了复合桩基承载力可靠性分析的方法 ,这对复合桩基的可靠性设计将起到积极的推动作用。
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。
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