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A New Approach for Calculation of PID Parameters with Model Based Compact Form Formulations

机译:基于模型的紧凑形式公式计算PID参数的新方法

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摘要

PID controller is a popular control method still widely used in process industry. In literature there are modelon-model based calculation methods for PID parameters. However, a model based analytic formulation in compact form in discrete time has not been come across yet. This study presents a new approach for calculation of PID parameters with model based analytic formulation (MBCF), which is presented uniquely in this paper, in compact form, in discrete time. Furthermore, a procedure for implementation of the proposed formulas is given in four stages. The formulations in related literature for PID parameter calculation are all derived for continuous time. Therefore, extra transformations are required for a discrete time design. The proposed MBCF formulation method reduces extra calculation burden and simplifies calculation complexity. Moreover, this method provides a direct calculation method for digital PID controller design in discrete time. The derived expressions in this study also provide a fast, easy-implemented, and practical PID parameter calculation method for all field researchers and application engineers. The validation of proposed MBCF formulations are comparatively proved with the simulations and the real time application results.
机译:PID控制器是一种流行的控制方法,至今仍广泛用于过程工业中。在文献中,存在基于模型/非模型的PID参数计算方法。然而,尚未遇到紧凑形式的离散时间的基于模型的分析公式。这项研究提出了一种基于模型的解析公式(MBCF)来计算PID参数的新方法,该方法在本文中以紧凑的形式在离散时间中独特地提出。此外,分四个阶段给出了实施所提出的公式的程序。相关文献中用于PID参数计算的公式都是连续时间得出的。因此,离散时间设计需要额外的转换。所提出的MBCF公式化方法减轻了额外的计算负担,并简化了计算复杂度。此外,该方法为离散时间的数字PID控制器设计提供了直接的计算方法。本研究中的派生表达式还为所有现场研究人员和应用工程师提供了一种快速,易于实现且实用的PID参数计算方法。仿真和实时应用结果比较证明了所提出的MBCF配方的有效性。

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