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Design of poiseuille flow controllers using the method of inequalities

机译:用不等式方法设计风水流量控制器

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摘要

This paper investigates the use of the method of inequalities (MoI) to designoutput-feedback compensators for the problem of the control of instabilities ina laminar plane Poiseuille flow. In common with many flows, the dynamics ofstreamwise vortices in plane Poiseuille flow are very non-normal. Consequently,small perturbations grow rapidly with a large transient that may triggernonlinearities and lead to turbulence even though such perturbations would, in alinear flow model, eventually decay. Such a system can be described as aconditionally linear system. The sensitivity is measured using the maximumtransient energy growth, which is widely used in the fluid dynamics community.The paper considers two approaches. In the first approach, the MoI is used todesign low-order proportional and proportional-integral (PI) controllers. In thesecond one, the MoI is combined with McFarlane and Glover’s H ∞ loop-shapingdesign procedure in a mixed-optimization appro
机译:本文研究了使用不等式(MoI)方法设计输出反馈补偿器以解决层流平面Poiseuille流中的不稳定性控制问题。与许多流动相同,在平面Poiseuille流动中沿流涡旋的动力学非常不正常。因此,即使在非线性流动模型中这种扰动最终会衰减,小扰动也会随着大瞬态迅速增长,这可能会触发非线性并导致湍流。可以将这种系统描述为条件线性系统。灵敏度是使用最大瞬态能量增长来测量的,该瞬态能量增长在流体动力学界被广泛使用。本文考虑了两种方法。在第一种方法中,MoI用于设计低阶比例和比例积分(PI)控制器。在第二个步骤中,将MoI与McFarlane和Glover的H∞环路成形设计过程结合在一起,采用混合优化方法

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