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1)  reliability and sensitivity
可靠性和灵敏性
1.
The article analyzes application of transformer protection based on different theories, and brings forward much theory s digital transformer protection, theories with different advantages and disadvantages are used together in the same protection,the protection adopts hardware and software s redundancy, which improves reliability and sensitivity of the protection.
分析使用几种原理的变压器保护 ,将各有优缺点的不同原理综合应用在同一保护上 ,提出多原理的数字式变压器保护 ,采用硬件和软件双重冗余性原理 ,大大提高了保护装置应用的可靠性和灵敏
2)  Reliability sensitivity
可靠性灵敏度
1.
Design of Reliability Sensitivity for Automobile Back-Axle Housing With Non-Normal Distribution Parameters;
非正态分布参数的汽车后桥可靠性灵敏度设计
2.
An improved reliability sensitivity estimation of important sampling and its variance analysis;
改进的重要抽样可靠性灵敏度估计及其方差分析
3.
Reliability sensitivity analysis method of the correlation coefficients among basic random variables was proposed based on the characteristic of the reliability perturbation analysis method including operation of the correlation coefficients among basic random variables and the utilization of the fourth-order moment technology and the Edgeworth series expansion method.
讨论关于基本随机变量间相关系数的可靠性分析和可靠性灵敏度设计问题。
3)  stiffness sensitivity
刚度可靠性灵敏度
4)  stable reliability sensitivity
稳定可靠性灵敏度
5)  Reliability sensitivity analysis
可靠性灵敏度分析
1.
Response surface method of reliability sensitivity analysis for accessory gearbox outlet temperature
附件机匣出油口温度可靠性灵敏度分析的响应面方法
2.
For reliability sensitivity analysis of implicit limit state function,a reliability sensitivity analysis method is proposed.
针对工程中广泛存在的隐式极限状态函数可靠性灵敏度分析问题,提出用含有交叉项的二次多项式响应面函数代替结构的真实响应,从而得到极限状态函数的显式表达式,再用一次二阶矩法对结构进行可靠性灵敏度分析的方法,得到了基本随机变量分布参数的变化引起的可靠性的变化率信息。
6)  fuzzy reliability sensitivity
模糊可靠性灵敏度
1.
According to the definition of fuzzy failure probability for fuzzy failure domain, the methods of fuzzy reliability sensitivity(FRS) analysis with correlative variables are presented.
依据失效域具有模糊性时模糊失效概率的定义,提出了相关变量模糊可靠性灵敏度的分析方法。
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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