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Tuning of digital pid controllers based on ziegler-nichols method

机译:基于齐格勒-尼科尔斯方法的数字PID控制器的调整

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A unified algorithm for auto-tuning of digital PID controllers for n-order process model have bene derived in this paper. Tuning procerdure uses the identification of ARX process model parameters uisng recursive least squares method (RLSM) with adaptive directional forgetting. The parameter estimates serve for computing of the ultimate (critical) proportional gain and period of oscillations on the basis of modified Ziegler-Nichols method for digital control loops. The relations for setting procedures in case of the 2nd and the 3rd order model are derived in the form of analytical formulas. In case of the higher order ARX models the MATLAB Symoblic Math Toolbox was used. These algorithms are suitable for automatic tuning of digital PID controllers or of the adaptive control of technological processes. The digital PID controller with weghting factor and noise filtering constant in the derivative componet has been applied for temperature control of a laboratory fermentor. There has been developed the MATLAB-Toolbox ATC PID for designing, testing simualting and real time of auto-tuning digital PID controllers.
机译:本文提出了一种用于n阶过程模型的数字PID控制器自整定的统一算法。调整过程使用具有自适应方向性遗忘的递归最小二乘法(RLSM)来识别ARX过程模型参数。参数估计值用于基于数字控制回路的改良Ziegler-Nichols方法计算最终(临界)比例增益和振荡周期。在二阶和三阶模型的情况下,设置过程的关系以解析公式的形式导出。如果是更高阶的ARX模型,则使用MATLAB Symoblic Math Toolbox。这些算法适用于数字PID控制器的自动调整或工艺过程的自适应控制。具有微分因子的增湿因子和噪声滤波常数的数字PID控制器已用于实验室发酵罐的温度控制。已经开发了用于自动调节数字PID控制器的设计,测试模拟和实时的MATLAB-Toolbox ATC PID。

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