摘要
根据 Kalman滤波的最小方差特性 ,分析测量噪声一定时 Kalman滤波方差随系统模型噪声强度变化的规律 ,并在模型噪声和测量噪声一定时 ,给出求解当前估计型稳态 Kalm an滤波的 L MI方法。针对测量噪声一定的系统设计一种滤波器 ,它在保证滤波误差方差满足指定上界约束下 ,容许系统有尽可能大强度的模型噪声 。
With the least-variance characteristic of Kalman filter, the relation between the variance of Kalman filter and intensities of model noise is first analyzed under the condition of a given measurement noise, then an LMI approach-based solution to steady current-estimation-type filter is presented when both intensities of model noise and measurement noise are fixed. For the system with given measurement noise and the restriction of error-variance upper-bound, the filter admits the system to have model noise with intensity as large as possible. An example of the trajectory identification system is proposed to demonstrate the conclusion.
出处
《控制与决策》
EI
CSCD
北大核心
2001年第5期553-556,共4页
Control and Decision
基金
南京市回国人员基金项目 (宁人字 [2 0 0 0 ] 4号 )
关键词
LMI方法
满意滤波
C^3I系统
航迹辨识系统
方差滤波
噪声
Automatic target recognition
Constraint theory
Estimation
Mathematical models
Spurious signal noise
Theorem proving
Trajectories