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A Finite Settling Time Response of the 2nd Discrete-Data Control System with a Dead Zone Element

Memoirs of the Faculty of Engineering, Yamaguchi University Volume 18 Issue 2 Page 65-71
published_at 1967
KJ00000155629.pdf
[fulltext] 411 KB
Title
不感帯要素のある2次離散値制御系の有限整定時間応答
A Finite Settling Time Response of the 2nd Discrete-Data Control System with a Dead Zone Element
Creators Kawazoe Yasuhiro
Source Identifiers
In general, the settling time is infinite in continuous control systems which have the transient response without overshoots. However, in a discrete-data control system, we can obtain a finite settling time response. In this paper, the nonlinear discrete-data control system having 2nd order linear transfer function was considered about the response to a step-function input, and the state-transition method, which is more available for complicated problems, was used in the analysis or synthesis of the control system instead of the classical method with the aid of the Z-transform. The dead zone which has a general characteristic was picked up as an example of nonlinear elements, and the compensating method by a digital controller which was treated as a variable gain element with the nonlinear element, was used to settle the transient response in the minimum sampling numbers. In consequence, it is shown that the gain of a system has no effect on the transient response, but has an effect on the pulse-transfer function of the digital controller.
Subjects
電気工学 ( Other)
Languages jpn
Resource Type departmental bulletin paper
Publishers 山口大学工学部
Date Issued 1967
File Version Version of Record
Access Rights open access
Relations
[ISSN]0372-7661
[NCID]AN00244228
Schools 工学部