数学模型的波特率依赖于专用数字网络可以打开的长度

Serhii Babchuk, T. Humeniuk, Iryna Babchuk
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引用次数: 1

摘要

在现代企业中,生产的主要增长是由于管理技术过程的自动化过程提高了劳动生产率。控制工艺过程的现代自动化系统通常是在微处理器元件和专门的数字网络的基础上创建的。许多用于控制工艺过程的现代过程自动化系统都是基于专门的CANopen数字网络。CANopen网段的最大长度为5000m。数据传输速率随数据段长度的增加而减小。然而,到目前为止,还没有数据传输速度随网段长度变化的数学模型。因此,网络的开发人员和支持它的组织实验性地确定了长度为:25、50、100、250、500、1000、2500、5000 m的网段上的数据传输速度值。这一事实使在设计阶段分析计算机系统的过程变得复杂。在控制和管理工业设施的计算机系统的设计过程中,需要在一段时间内保证对随机事件的反应,开发人员通常在段长度位于指定点之间的中间段的情况下,对比实际长度更长的段长度的速度值进行计算。考虑到复杂对象上可能有数以万计的节点,由于无法在计算中使用发送数据和接收数据的节点之间的实际长度的数据传输速度的实际值,导致总和与实际性能指标有较大偏差,朝着增加成本的方向增加系统性能。建立了数据传输速率与CANopen网段长度关系的数学模型。这样的数学模型应确保在专用CANopen数字网络段的任何点确定数据传输速率。这将有助于提高设计的质量,并将允许创建计算机控制和管理系统,以满足消费者的要求,而不会过度超支
本文章由计算机程序翻译,如有差异,请以英文原文为准。
MATHEMATICAL MODEL DEPENDENCIES BAUD RATE FROM THE LENGTH OF THE SPECIALIZED DIGITAL NETWORK CANOPEN
At modern enterprises, the main increase in production occurs due to the increase in labor productivity by automating the processes of managing technological processes. Modern automation systems for the control of technological processes are, as a rule, created on the basis of microprocessor elements and specialized digital networks. Many modern process automation systems for controlling technological processes are based on a specialized CANopen digital network. The maximum length of a CANopen network segment can be 5000 m. The data transfer rate decreases as the segment length increases. However, until now there was no mathematical model of the change in data transmission speed depending on the length of the network segment. Therefore, the developers of the network and the organizations that support it experimentally determined the value of data transmission speed on network segments with a length of: 25, 50, 100, 250, 500, 1000, 2500, 5000 m. This fact complicated the process of analyzing computer systems at the stage their design. During the design of computer systems for control and management of industrial facilities that require a guaranteed reaction to random events in a set period of time, developers, as a rule, in cases where the length of the segment is in the intermediate sections between the specified points, perform calculations on the value of the speed for longer segment length than is real. Considering that there may be tens of thousands of nodes on complex objects, the sum results in a significant deviation from real performance indicators in the direction of increasing costs for unnecessary increase in system performance due to the impossibility of using in calculations the real values ​​of the data transmission speed for the real length of the segment between a node that transmits data and that receives data. A mathematical model of the dependence of the data transfer rate on the length of the CANopen network segment has been developed. Such a mathematical model should ensure the determination of the data transfer rate at any point of the segment of the specialized CANopen digital network. This will contribute to the improvement of the quality of design and will allow to create computer control and management systems that will meet the requirements of the consumer without excessive overspending
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