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Experimental modeling of a pneumatic system

机译:气动系统的实验建模

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摘要

To know system model, structure and real parameters very well will increase the success of the control to be applied on it. This paper presents an experimental modelling study on a pneumatic system. PRBS signals are applied to the servovalves and system responses as position and chamber pressures are recorded. Later these data are digitally processed and input-output data for identification models are created. Pneumatic system model consists of a combination of two pressure models which each of them has two inputs and one output, defining pressure changes in the chambers and a velocity model which has one input-one output, defining piston motion. Parameters of the pressure models and the velocity model that are installed considering the mathematical equations of the system are identified by using Adaptech Midsys identification software. So, discrete-time models are obtained. Later they are converted into continuous-time models. During the identification, extended least squares method, parameter adaptation algorithm with decreasing gain and canonical parametrization of Guidorzi have been applied. As a result, parameters of the pneumatic system such as friction coefficients, moving mass, valve coefficients etc. are identifiable.
机译:很好地了解系统模型,结构和实际参数将增加在其上应用控制的成功率。本文介绍了气动系统的实验建模研究。 PRBS信号被施加到伺服阀上,并在记录位置和腔室压力时响应系统。后来,这些数据被数字化处理,并创建用于识别模型的输入输出数据。气动系统模型由两个压力模型(每个模型有两个输入和一个输出,定义了腔室中的压力变化)和一个速度模型(具有一个输入一输出,定义了活塞运动)的组合组成。通过使用Adaptech Midsys识别软件,可以确定考虑了系统数学方程式而安装的压力模型和速度模型的参数。因此,获得了离散时间模型。后来将它们转换为连续时间模型。在识别过程中,应用了扩展最小二乘方法,增益降低的参数自适应算法以及Guidorzi的规范化参数化。结果,可以识别气动系统的参数,例如摩擦系数,运动质量,阀系数等。

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