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HVAC Control in the New Millennium.pdf - HVAC.Amickracing

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<strong>Control</strong> Technology, Microelectronics and NanotechnologyFeed-forward control should yield much faster correction thanfeedback control. In <strong>the</strong> ideal case compensation takes place <strong>in</strong> such amanner that <strong>the</strong> effect of <strong>the</strong> disturbance is never seen <strong>in</strong> <strong>the</strong> output.A competent operator could use feed-forward to offset <strong>the</strong> changes<strong>in</strong> <strong>in</strong>let water temperature of a direct contact water heater. Detect<strong>in</strong>g achange <strong>in</strong> <strong>in</strong>let water temperature, <strong>the</strong>y would <strong>in</strong>crease or decrease <strong>the</strong>heat rate to annul <strong>the</strong> change. The same compensation could be doneautomatically with an <strong>in</strong>let temperature detector designed to <strong>in</strong>itiate <strong>the</strong>proper corrective response <strong>in</strong> <strong>the</strong> heat value.The notion of feed-forward control is forceful, but it can be hard toimplement <strong>in</strong> a pure form <strong>in</strong> most control applications. In many casesdisturbances cannot be accurately measured and this makes pure feedforwarddifficult to use.A major limitation of feed-forward is <strong>the</strong> <strong>in</strong>ability to generate perfectmodels or to make accurate measurements. Because of <strong>the</strong>se limitations,pure feed-forward would accumulate <strong>the</strong> errors <strong>in</strong> its model andwould eventually self-destruct.The ma<strong>in</strong> limitation of feedback control is that it cannot predictupsets but can only make corrections after <strong>the</strong> upsets have occurred. Itmakes this correction <strong>in</strong> an oscillat<strong>in</strong>g, cycl<strong>in</strong>g way.The best use of feedback and feed-forward is to comb<strong>in</strong>e <strong>the</strong>m <strong>in</strong>such a way that <strong>the</strong> imperfect feed-forward model corrects for about90% of <strong>the</strong> upset as it occurs and <strong>the</strong> task of correct<strong>in</strong>g for <strong>the</strong> rema<strong>in</strong><strong>in</strong>g10% is done with <strong>the</strong> bias generated by <strong>the</strong> feedback loop. Us<strong>in</strong>g thisapproach, <strong>the</strong> feed-forward component is not pushed beyond its abilitiesand <strong>the</strong> load on <strong>the</strong> feedback loop is reduced by an order of magnitude,allow<strong>in</strong>g much tighter control.Proportional <strong>Control</strong> Mode<strong>Control</strong>lers generally use different control modes for control management.The proportional mode is <strong>the</strong> simplest of <strong>the</strong>se. It is characterizedby a cont<strong>in</strong>uous l<strong>in</strong>ear relationship between <strong>the</strong> controller <strong>in</strong>putand output. O<strong>the</strong>r terms <strong>in</strong> common usage <strong>in</strong>clude proportional action,correspondence control, droop control, and modulat<strong>in</strong>g control. A proportionalcontrol loop is shown <strong>in</strong> Figure 3-2.The adjustable parameter of <strong>the</strong> proportional mode, Kc, is knownas <strong>the</strong> proportional ga<strong>in</strong>, or proportional sensitivity. It may be expressed©2001 by The Fairmont Press, Inc. All rights reserved.

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