In this paper, the measurement matrix optimization approach is presented when the linear system's cycle index is 1, which is the case frequently occurring in the engineering application. The measurement matrix can be found when it can make the system observable by transferring the system matrix to Jordan canonical form. By this method, the best measurement setup to achieve the minimum cost can be obtained simply and with much intuition while the system keeps observable. An example shows that this algorithm can be easily applied in engineering.
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杨拥民,黎湘,庄钊文.线性系统测试矩阵优化[J].国防科技大学学报,2008,30(4):107-110. YANG Yongmin, LI Xiang, ZHUANG Zhaowen. Measurement Matrix Optimization for Linear Systems[J]. Journal of National University of Defense Technology,2008,30(4):107-110.