Comparison of time delay processing methods in control system | IEEE Conference Publication | IEEE Xplore

Comparison of time delay processing methods in control system


Abstract:

Time delay exists in the actual control system and presents some difficulties in processing of transfer function for process control. Approximation for time delay is comm...Show More

Abstract:

Time delay exists in the actual control system and presents some difficulties in processing of transfer function for process control. Approximation for time delay is commonly used in control system. This paper analyses the effects of different approximation including Taylor, Pade and all-pole approximation for different orders closed loop system. Second order Pade approximation can fit the time delay in first-order closed-loop system. Taylor approximation cannot apply to the system with large time delay. First order all-pole approximation gets the smallest over shoot, adjusting time both in first and second-order large delay system.
Date of Conference: 19-20 December 2015
Date Added to IEEE Xplore: 16 June 2016
ISBN Information:
Conference Location: Harbin, China
References is not available for this document.

I. Introduction

The variation of output and input in time delay is the same except that the initial response of output falls behind input with time Time delay transfer function is defined as is the delay time constant). In real control systems, time delay is common [1]–[4].

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1.
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2.
Jiang Quan Yuan, "Consider delays affect the stability of power system analysis and research progress in Wide-area control", J. Electric Power Systems, pp. 1-7, March 2005.
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Guangxin Zhang, "Fully automated control and its application of beer production process", D. Zhejiang University, 2002.
4.
Huang Can, "Several studies on alumina continuous carbonation decomposition process in delay system", D. Central South University, 2012.
5.
Shi jie and Wang Chen Shan, "Impact of time delay on the performance of power system stabilizer", J. Relay, vol. 13, pp. 21-24, 2006.
6.
John Gerry, "How to control proeess with large dead time", J. Control Engineering, pp. 145-146, March 1998.
7.
Jin Qibing, "Base on all-pole approximation a new Internal Model PID Control method for the system with time delays", CA: IEEE International Conference on Mechatronics and Automation, pp. 268-273, 2009.
8.
Li Chengkai, "Research of. Internal Model Control method to unstable delay systems", D. Beijing University of Chemical Technology, 2011.

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References

References is not available for this document.