Disturbance Observer-Based PID Control System Using DNA Strand Displacement and Its Application in Exponential Gate

控制理论(社会学) PID控制器 设定值 超调(微波通信) 前馈 控制系统 计算机科学 过程控制 扰动(地质) 控制工程 过程(计算) 工程类 温度控制 控制(管理) 电信 古生物学 电气工程 人工智能 生物 操作系统
作者
Wujie Zhang,Hui Lv
出处
期刊:IEEE Access [Institute of Electrical and Electronics Engineers]
卷期号:11: 113160-113175
标识
DOI:10.1109/access.2023.3320956
摘要

Synthetic control circuits have demonstrated their effectiveness in molecular process control. However, current synthetic control circuits counteract the impact of disturbances by error signals. A disturbance suppression strategy that combines a disturbance observer with a controller to achieve better disturbance suppression is presented in this paper. A disturbance observer-based PID control system(DOB-PID) is implemented for the first time using chemical reaction networks(CRNs). The controller parameters are obtained using the flow direction algorithm, which significantly reduces the parameter setting time. The DOB-PID based on CRNs achieves improved disturbance suppression without affecting the setpoint tracking characteristics. To overcome the limitation of the classic disturbance observer relying on the inverse nominal model, a modified disturbance observer-based control system(MDOB) is realized using CRNs. The MDOB-PID eliminates the need for the inverse nominal model in the modeling process. Furthermore, the MDOB-PID control system is combined with a feedforward controller, resulting in a modified disturbance observer-based feedback control system(FDOB). This system effectively decouples the set value following and disturbance suppression characteristics, simplifying the parameter tuning process. Additionally, a FDOB-PID control system is established using DNA strand displacement. The FDOB-PID control system proposed in this paper exhibits lower overshoot and better disturbance suppression compared to existing control systems. Finally, a FDOB-PID exponential gate control system is developed to suppress leakage response in calculation process. This system ensures accurate calculation results even in the presence of a leaky response in the exponential gate.

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