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基于子空间跟踪的状态空间系统辨识方法及其在时变系统辨识中的应用 被引量:4

Subspace Tracking in State Space Model System Identification with Applications in Time-Varying System Identification
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摘要 基于系统状态空间模型的系统辨识方法的一个困难在于算法具有较大的运算量和存储量。本文将基于APEX算法的子空间跟踪方法引入辨识算法。APEX算法的神经网络实现可以有效地减少辨识算法的运算量和存储量。本文将得到的算法应用于时变系统的辨识,仿真结果和应用于实际数据的结果验证了方法的有效性。 A dificulty in state spase model system identification approaches is the high computation and storage burden. In this paper, a subspace tracking approach based on APEX algorithm is applied in state space model identification. The Neural network model of APEX algorithm can effectively reduce the computation cost andmake the state spce model identification algorithm available for real time application. We apply the state spacemodel identification algorithm obtained in time varying system identification.This approach is demonstrated in thesimulation and application in real data.
出处 《信号处理》 CSCD 1998年第4期346-352,共7页 Journal of Signal Processing
关键词 子空间跟踪 神经网络 时变系统 系统辨识 Stute space model identification, Subspace tracking, Neural networks,Time varying systems
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同被引文献20

  • 1庞世伟,于开平,邹经湘.识别时变结构模态参数的改进子空间方法[J].应用力学学报,2005,22(2):184-188. 被引量:24
  • 2庞世伟,于开平,邹经湘.用于时变结构模态参数识别的投影估计递推子空间方法[J].工程力学,2005,22(5):115-119. 被引量:21
  • 3杨利芳,于开平,庞世伟,邹经湘.用于线性时变结构系统辨识的子空间方法比较研究[J].振动与冲击,2007,26(3):8-12. 被引量:12
  • 4Guillaume Mercere, Laurent Bako and Stephane Lecoeuche. Propagator-based methods for recursive subspace modal identification [ J ]. Signal Processing, 2008,88:468-491.
  • 5Berkant Savas, David Lindgren. Rank reduction and volume minimization approach to state-space subspace system identification [J]. Signal Processing, 2006, 86 : 3275-3285.
  • 6Federico Felici, Jan-Willem and Michel Verhaegen. Subspace identification of MIMO LPV systems using a periodic scheduling sequence[J]. Automatica,2007, 43 : 1684-1697.
  • 7Per Sjovall,Thomas Abrahamsson. Substructure system identification from coupled system test data[J]. Mechanical Systems and Signal Processing, 2008, 22:15-33.
  • 8Huang Chen-far, Ko Wen-jiunn, Peng Yen-tun. Identification of modal parameters from measured input and output data using a vector backward auto-regressive with exogeneous model [J]. Journal of Sound and Vibration, 2004,276 : 1043-1063.
  • 9Joseph Lardies. Relationship between state-space and ARMAV approaehes to modal parameter identification[J], Mechanical Systems and Signal Processing, 2008,22:611-616.
  • 10Bart De Moor, Marc Moonen and Lieven Vandenberghe. A geometrical approach for the identification of state space models with singular value decompostion [ J ]. International Conference on Acoustics, Speech and Signal Processing, 1988,4:2244-2247.

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