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Application of H_∞ Compensator to a Plant with a Large Amount of Changes in Characteristics

机译:H_∞补偿器在特性变化较大的工厂中的应用

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This paper concerns an application of H_∞ compensators that achieve stability for a plant with large changes in characteristics as well as adequate disturbance suppression and reference tracking properties. The complexity of a thermal system such as temperature control of air-conditioned space in buildings makes it extremely difficult to obtain an exact plant model to improve control performance. The parameters in the plant model vary greatly due to changes in the operating conditions. Thus, most plants are often approximated by a first-order lag plus a deadtime system. In a previous paper (Yamakawa et al. 2004), the H_∞ compensator was easily designed for plants with a small range of perturbations (20%~80%). Design problems for plants with a large range of perturbations (100%~300%) present many headaches. For large values of perturbations, the control performance cannot be improved any more because the robust stability becomes severe and too conservative. Then classical measures of the stability margin have to be selected in place of robust stability. As a result, the H_∞, compensator that does not exceed a prespecified degree of stability can be designed to achieve the desired control performance. It can be found that the H_∞ compensator reduces to a fixed transfer function as the parameter variation increases. Finally, we investigate in simulation how the H_∞ compensator designed for plants with a large amount of perturbations is somewhat similar to the conventional proportional-integral (PI) controller.
机译:本文涉及H_∞补偿器的应用,该补偿器可在特性发生较大变化并具有足够的干扰抑制和参考跟踪特性的工厂中实现稳定。诸如建筑物中的空调空间的温度控制之类的热系统的复杂性使得极其难于获得精确的工厂模型来改善控制性能。由于运行条件的变化,工厂模型中的参数变化很大。因此,大多数植物通常由一阶滞后加死区时间系统来近似。在以前的论文中(Yamakawa等,2004),H_∞补偿器很容易设计用于摄动范围较小(20%〜80%)的植物。摄动范围大(100%〜300%)的植物的设计问题会引起很多麻烦。对于较大的摄动值,由于鲁棒稳定性变得严重且过于保守,因此无法再改善控制性能。然后,必须选择经典的稳定性余量度量来代替鲁棒稳定性。结果,可以设计不超过预定稳定度的H_∞补偿器,以实现所需的控制性能。可以发现,随着参数变化的增加,H_∞补偿器减小到固定的传递函数。最后,我们在仿真中研究为具有大量扰动的植物设计的H_∞补偿器在某种程度上类似于常规比例积分(PI)控制器。

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