1) state residual
状态残差
1.
A fault detection method based on state residuals of canonical variate analysis(CVA)is proposed.
提出一种基于典型变量分析(Canonical Variate Analysis,CVA)状态残差的故障检测方法。
2) predicted state residual
状态预报值残差
1.
When it goes to judge whether there are errors in Kalman filter model or not,three residuals ——measurement residual,predicted residual,predicted state residual—— are in common use.
在对Kalman滤波模型进行检验时,有三种常用的残差——观测残差,预测残差和状态预报值残差。
3) damage state
残损状态
4) error state
误差状态
1.
A variety of factors,such as cable loosen,would make prestressed structures work in error state,which will influence the function of structures.
预应力结构在使用过程中由于索松弛等原因导致结构处于误差状态,影响结构的正常使用。
5) state variance
状态方差
1.
For a class of stochastic state feedback systems, the state variance upper bound index consistent with pre specified circular pole index is discussed via linear matrix inequality (LMI) approach, a good range is given for variance upper bound index consistent with pre specified pole index.
该文对一类随机状态反馈系统 ,利用线性矩阵不等式 (LMI)方法 ,分析了闭环系统的、与约束圆形极点区相容的状态方差上界指标 ,得到了相容状态方差上界指标的较好取值范围 ,进而研究了相容极点区域与状态方差上界约束下 ,系统被控输出对扰动输入的H∞ 抑制界优化问题 ,给出了次优H∞ 抑制界和相应约束次优H∞ 控制。
6) place state difference
位状态差
1.
Found operation laws of place state difference,order state difference,graph state difference,constituted incomplete state difference graph and self state difference graph,gave series important explains of incomplete state difference graph,according to several definitions of incomplete closed ascending order n ends output sequential machine.
根据不完全封闭n端输出顺序时序机的各种定义,建立了位状态差、序状态差、表状态差运算规律,构成了不完全状态差表及自状态差表,给出了不完全状态差表的一系列重要说明。
2.
According to several definitions of complete closed ascending order n ends output sequential machine,operation laws of place state difference,order state difference,graph state difference,constituted complete state difference graph and self state difference graph are founded,and series important properties of complete state difference graph are derived.
根据完全封闭升序n端输出时序机的各种定义,建立了位状态差、序状态差、表状态差运算规律,构成了完全状态差表及自状态差表,导出了完全状态差表的一系列重要性质。
补充资料：残差平方和
分子式：
CAS号：
性质：在回归分析中，实际测定值与按回归线预计的值之差，称为残差。回归线各实验点残差之平方的加和，称为残差平方和。
CAS号：
性质：在回归分析中，实际测定值与按回归线预计的值之差，称为残差。回归线各实验点残差之平方的加和，称为残差平方和。
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