Steady-State Solution for a Three-State Kalman Filter Using Range, Range Rate and Range Acceleration Measurements
Making use of the non-recursive solution for the discrete Riccati equation, a closed-form steady-state solution is derived for a three-state Kalman filter when range, range rate and range acceleration are measured.A new normalization of the steady-state error covariance is introduced, and the minimum values of the normalized steady-state error variances are obtained by numerical evaluations.
Kalman filter steady-state solution Range acceleration measurements
Jiancheng Liu Xuesong Wang
University School of Electronic Science and Engineering, NUDT,Changsha, Hunan, China
国际会议
The International Colloquium on Onformation Fusion 2007(2007年国际信息融合研讨会)
西安
英文
162-167
2007-08-22(万方平台首次上网日期,不代表论文的发表时间)