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An Optimal Control Method of Facing Indoor Environment of Building

机译:面向建筑物室内环境的最优控制方法

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摘要

Using mathematics method setting the optimal PID parameters of the controller of the PID conrol system is a meaningful and difficult question in the practical control engineering. The term e-rs included in the hysteresis τ in the characteristic equation is open by Taylor series. From the start of analysing the stability of the airconditioning control system according to linear system the calculating formulas of the optimal PID parameters will be inferred by the quadratic form performance index J to solve the parameters optimal question of the controller. According to the real measuring system data of two PID control systems of the airconditioning the parameter ranges of ensuring system stability will be calculated out and the PID parameters will be set by listing. The control quality indexes of two control systems, the maximum percent overshoot B and the regulated time ts, will be found by the unit step responsive cure method. The control quality indexes under the same optimal PD parameters and the different integral time set by the different weighted facfor q will be compared and on these grounds the control accuracy and the effect of saving energy will be analysed.
机译:在实际控制工程中,采用数学方法设置PID控制系统控制器的最优PID参数是一个有意义而又困难的问题。特性方程中的滞后τ中包含的e-rs项由泰勒级数打开。从根据线性系统分析空调控制系统的稳定性开始,将通过二次性能指标J推导最优PID参数的计算公式,以解决控制器的参数最优问题。根据空调的两个PID控制系统的实际测量系统数据,计算出确保系统稳定性的参数范围,并列出PID参数。两种控制系统的控制质量指标,最大过冲百分比B和规定的时间ts,将通过单位阶跃响应固化方法找到。将比较相同最优PD参数和不同加权系数fq设置的不同积分时间下的控制质量指标,并以此为依据分析控制精度和节能效果。

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