1) reaction failure probability
反应失效概率
2) failure probability
失效概率
1.
Assessment method for failure probability of corroded pipeline;
腐蚀管线失效概率的评定方法
2.
A fast efficient procedure for computing failure probability of uncertain structural systems;
结构体系失效概率计算的一种快速有效方法
3.
Lagrange Method for the Calculation of the Failure Probability of the Pressure Vessels Containing Surface Cracks;
含表面裂纹压力容器失效概率计算的Lagrange方法
3) probability of failure
失效概率
1.
Taking the toe debris present in a single pile for example,the probability of failure of the pile considering the possibility of toe debris presence is formulated by integrating the probabilities of failure for an intact pile and a pile.
以单桩桩底可能出现的沉渣缺陷为例,采用全概率理论将完整桩的失效概率和桩底含有沉渣的桩的失效概率有机地结合起来,得到了单桩的失效概率。
2.
The method may receive more accurate index of reliability and probability of failure,but its efficiency is not high,must improve to sampling methods.
介绍了结构可靠性的基本原理和基本分析方法,利用ANSYS中的可靠性分析工具——Probabilistic Design,对框架结构的可靠性进行了分析,实例证明:该方法可得到比较精确的可靠度指标和失效概率,但是其效率不高,需要对其抽样方法进行改进。
3.
The annual probability of failure for new slopes is deduced;and an approach is presented to predict the annual probability of failure for existing slopes within next service time.
推导了新建边坡在未来服役时间内的年失效概率的计算公式,并对现役边坡在未来服役时间内的年失效概率进行了预测。
4) Invalidation probability
失效概率
1.
Based on this, the invalidation probability of the storage battery group can be calculated and its distribution function F(t) is in accorda.
据此可以算出蓄电池组的失效概率,并得到其分布函数F(t)是服从两参数指数分布的。
2.
The author estimates invalidation probability of mechanism facility when the distributing function of strength and stress is known.
可靠度的估计是可靠度分析中重要问题,本文分析当强度、应力的分布函数未知时,估计机械设备失效概率。
5) probability effect
概率效应
6) Reaction probability
反应概率
1.
The hydrolysis probability of ATP molecule and the reaction probability of the motor protein molecule are showed.
用 Fokker- Planck方程研究了在活细胞内作拟布朗运动的微粒在分子马达驱动下逃离势阱的运动概率 ,进而得到 ATP分子的水解反应概率、马达蛋白分子的反应概率以及确定与活细胞内微粒膜连接的马达蛋白分子数和 ATP分子数的统计表达式。
补充资料：爆破失效
分子式：
CAS号：
性质： 以大变形理论为依据，考虑到材料达到屈服以后，有明显的变形并有应变硬化现象，因而以爆破压力作为容器承载的极限状态并称为爆破失效。
CAS号：
性质： 以大变形理论为依据，考虑到材料达到屈服以后，有明显的变形并有应变硬化现象，因而以爆破压力作为容器承载的极限状态并称为爆破失效。
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