引用本文:李丹菁,韦萍.不确定性高通量筛选系统的双子代数控制[J].控制理论与应用,2019,36(2):231~240.[点击复制]
LI Dan-jing,WEI Ping.Dioid-based Control for High Throughput Screening Systems with Uncertainties[J].Control Theory and Technology,2019,36(2):231~240.[点击复制]
不确定性高通量筛选系统的双子代数控制
Dioid-based Control for High Throughput Screening Systems with Uncertainties
摘要点击 2069  全文点击 971  投稿时间：2017-12-02  修订日期：2018-04-28
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DOI编号  10.7641/CTA.2018.70902
  2019,36(2):231-240
中文关键词  离散事件系统  高通量筛选系统  双子代数  不确定性  优化控制  反馈控制
英文关键词  discrete event systems  high throughput screening systems  dioid  uncertainties  optimal control  feedback control
基金项目  上海市浦江人才计划, 轻工过程先进控制教育部重点实验室开放课题
作者单位E-mail
李丹菁* 上海应用技术大学 danjing.li@sit.edu.cn 
韦萍 上海应用技术大学  
中文摘要
      近年来, 对于高通量筛选系统的控制, 在确定性情形下已进行了不少工作, 其中, 双子代数框架下的控制策略执行相对更灵活, 效率更高. 然而, 现有的输出反馈优化控制对性能指标期望系统行为还有特殊的构造要求须满足; 而且, 实际运行中存在有人工干预、设备维护、意外干扰、故障等带来的不确定性. 对这两者考虑的缺失限制了 目前高通量筛选系统自动控制的效率. 为进一步提高这类新兴离散事件系统的控制效率, 基于区间双子代数, 将该输出反馈控制结构拓展到系统参数不确定的高通量筛选系统, 使之对不确定性高通量筛选系统能自动产生优化控制. 继而, 将输出反馈与预处理补偿相结合. 后者对指标的构造并无特殊要求. 综合后的控制结构亦避免了原反馈结构下对性能指标构造的限制. 最后通过不同实例说明了对不确定性高通量筛选系统应用该控制结构的方法和有效性.
英文摘要
      In recent years, a lot of work has been done on control of high throughput screening systems (HTS) under certainty, among which, the implementation of control strategy under the framework of dioid is relatively more flexible and more efficient. However, for such output feedback optimal control strategy, a special structural requirement for the desired system behaviour still must be fulfilled; furthermore, in practice, there are uncertainties resulted from manual intervention, equipment maintenance, unexpected disturbance and fault. Lack of considerations of both restricts the efficiency of HTS automatic control. To further improve the control efficiency for this new class of discrete event systems, based on the corresponding interval dioid, the output feedback control structure is extended to HTS systems with parametric uncertainties, so that the optimal control can be automatically generated for HTS under uncertainty. The output feedback is then combined with a pre-compensator. For the latter, the structural restriction for the desired system behaviour is not necessary. And the synthesized control structure also avoids such restriction. Finally, different examples are given to demonstrate the application of the synthesized control structure and its effectiveness for HTS systems with uncertainties.