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METHODS OF COMPLEX OBJECT'S TRANSFER FUNCTION CALCULATION FOR DISTRIBUTED CONTROL SYSTEM | Science Publications

机译:分布式控制系统中复杂对象传递函数的计算方法科学出版物

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> One of the ways of solving the stable operation mode of the mineral water field's setting problem is the development and implementation of the hydromineral recourses distributed control system. In this article the consideration of the control system's development on the basis of regulator synthesis approach is offered. The purpose of this study is to present a technique of the distributed regulator synthesis for the mineral water production process' control system. At the beginning of the work, approaches of the management problem solution for concentrated and distributed control systems are considered. The problem definition for object with the distributed parameters, described by the system of the linear differential equations is executed, the description of management object's mathematical model is carried out, entry and boundary conditions are defined. The technique of transfer function definition is shown on a practical example, the model of management is considered by process of mineral water production. It is shown that entrance influence can be presented in the form of Fourier's number, for invariant systems function of an exit will correspond to entrance influence. Transfer function is defined in the form of the set of transfer functions, corresponding to each harmonica of entrance influence. The offered mechanism allows to offer a method of transfer function calculation for each harmonica of entrance influence separately that significantly simplifies process of the analysis of the control system. The main result is the possibility of representation of the system in the form of the set of transfer functions.
机译: >解决矿泉水场设置问题的稳定运行模式的方法之一是开发和实施水矿资源分配控制系统。本文提供了基于调节器综合方法的控制系统开发的考虑。这项研究的目的是提出一种用于矿泉水生产过程控制系统的分布式调节器综合技术。在工作开始时,将考虑集中式和分布式控制系统的管理问题解决方案。执行线性微分方程系统描述的具有分布参数的对象的问题定义,对管理对象的数学模型进行描述,定义进入条件和边界条件。实例说明了传递函数定义技术,并根据矿泉水生产过程考虑了管理模型。结果表明,入口影响可以以傅立叶数的形式表示,因为出口的不变系统功能将与入口影响相对应。传递函数以传递函数集的形式定义,与入口影响的每个口琴相对应。提供的机制允许为入口影响的每个口琴分别提供传递函数计算的方法,从而大大简化了控制系统的分析过程。主要结果是可以以传递函数集的形式表示系统。

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