A Two Stage Identification Approach for Processes with Dead-time using Step Input

Sudeep Sharma, P. Padhy
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Abstract

This work deals with the identification of unknown delayed systems as continuous-time models with dead-time. The identification experiment involves the collection of data samples with the application of step input, which is popular due to its simplicity. The gain elimination method is employed to bring dead-time into the parameter vector. The model parameters are estimated using two stage identification approach, where the first stage is simple least square and the second stage is instrument variable. The over-parameterized information vectors are computed using filtered derivatives. Simulation experiments are performed on benchmark systems to validate and compare the efficacy of the proposed approach with sensor noise.
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阶跃输入含死时过程的两阶段辨识方法
本文研究了未知时滞系统作为带死区时间的连续时间模型的辨识问题。识别实验涉及到数据样本的采集,并应用步进输入,由于其简单而受到欢迎。采用增益消除法将死区时间引入参数矢量。模型参数的估计采用两阶段识别方法,其中第一阶段是简单最小二乘,第二阶段是工具变量。过度参数化的信息向量使用滤波导数计算。在基准系统上进行了仿真实验,验证和比较了该方法在传感器噪声下的有效性。
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