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一类模有界非确定连续线性系统的线性弹性滤波
引用本文:刘满,谢丛波,董莹. 一类模有界非确定连续线性系统的线性弹性滤波[J]. 大连民族学院学报, 2008, 10(5)
作者姓名:刘满  谢丛波  董莹
作者单位:大连民族学院理学院,辽宁大连,116605
基金项目:中国博士后科学基金资助项目,大连民族学院博士科研启动基金资助项目
摘    要:研究了一类具有模有界的线性连续系统的线性弹性滤波问题,考虑了滤波器增益变更导致的滤波器执行中的不确定影响。弹性滤波器的设计问题可公式化为线性矩阵不等式的凸最优问题,卡尔曼滤波器是本文结果的极限情形,该结论可推广到多重滤波器增益变量情形。

关 键 词:非确定系统  模有界不确定性  弹性滤波  线性矩阵不等式

Resilient Linear Filtering for a Class of Continuous - time Systems with Norm- bounded Uncertainties
LIU Man,XIE Cong-bo,DONG Ying. Resilient Linear Filtering for a Class of Continuous - time Systems with Norm- bounded Uncertainties[J]. Journal of Dalian Nationalities University, 2008, 10(5)
Authors:LIU Man  XIE Cong-bo  DONG Ying
Affiliation:LIU Man; XIE Cong-bo; DONG Ying(College of Science; Dalian Nationalities University; Dalian Liaoning 116605; China);
Abstract:The problem of resilient linear filtering for a class of continuous-time systems with norm-bounded uncertainties is investigated.Additive filter gain variations to reflect the imprecision in filter implementation has been considered.The design problem of resilient linear filter is formulated as a convex optimization problem over linear matrix inequalities.The case of resilient Kalman filter can be derived as a limiting procedure.All the results may be easily extended to the case of multiplicative filter gain variation.
Keywords:uncertain systems  norm-bounded uncertainties  resilient filtering  LMI
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