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Brief paper - Improved subspace identification with prior information using constrained least squares

机译:简介-使用约束最小二乘法改进了先验信息的子空间识别

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摘要

Subspace identification incorporating prior information has been proven to be effective in obtaining state-space models with improved accuracy. Available algorithms, however, can require prohibitively demanding computations. The incorporation of prior information, for example, steady-state gain, time constant and zero transfer functions, in subspace identification is investigated using constrained least squares (CLS). The method exploits the interpretation of subspace identification as an optimal multi-step ahead predictor and reduces the identification to solve an optimisation problem with equality constraints describing the prior information. The standard multivariable output-error state-space subspace algorithm is further examined using the same CLS approach to incorporate dc gain information. Simulation results show that the proposed algorithm provides computationally efficient approach for subspace identification with satisfactory parameter variances, and the method is equally applicable to both single-input single-output and multiple-input multiple-output systems.
机译:事实证明,结合了先验信息的子空间识别可以有效地提高状态空间模型的准确性。但是,可用的算法可能需要过分苛刻的计算。使用约束最小二乘(CLS)研究了子空间识别中先验信息(例如稳态增益,时间常数和零传递函数)的合并。该方法利用子空间标识作为最优的多步提前预测器的解释,并减少标识以解决具有描述先验信息的等式约束的优化问题。使用相同的CLS方法并结合直流增益信息,进一步检查了标准的多变量输出误差状态空间子空间算法。仿真结果表明,该算法为参数识别提供了令人满意的子空间识别算法,该方法同样适用于单输入单输出和多输入多输出系统。

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