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Design of an Automatic Control Algorithm for Energy-Efficient ...

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8 System <strong>an</strong>d functionality<br />

integration<br />

In this chapter the application <strong>of</strong> the optimiser algorithm <strong>for</strong> the car climate control will<br />

be shown. The equations <strong>for</strong> the objectives found in Chapter 2 <strong>an</strong>d the system (Chapter<br />

3) have to be brought into a suitable <strong>for</strong>m <strong>for</strong> the algorithm. User control <strong>an</strong>d different<br />

operating modes have to be integrated.<br />

8.1 Objective implementation<br />

The objectives are directly used as far as they c<strong>an</strong> be expressed mathematically. The<br />

results are used in the algorithm, as seen in Section 6.3.5, in two ways. On the one h<strong>an</strong>d,<br />

it is import<strong>an</strong>t if they exceed a limit. On the other h<strong>an</strong>d, the weighted sum <strong>of</strong> all is used<br />

if the limit comparison gives no winner. In order to make the weight designation <strong>an</strong>d the<br />

objective comparison easier it is adv<strong>an</strong>tageous to have a common maximum <strong>an</strong>d minimum<br />

objective result. This avoids that one objective becomes too domin<strong>an</strong>t. The minimum is<br />

set to zero, while <strong>for</strong> the maximum a parameter ���� is used.<br />

8.1.1 Windscreen fogging affinity<br />

The basic equations to estimate the fogging affinity are given in Section 2.1. The finding<br />

<strong>of</strong> the minimum, however, is not suited <strong>for</strong> a control application. The dist<strong>an</strong>ce calculated<br />

in equation 2.3 will be replaced by <strong>an</strong> estimation.<br />

The idea is to approximate the closest point on the vapour saturation curve. This is<br />

done via a local linearisation <strong>of</strong> this curve as seen in Figure 8.1. Starting from a measured<br />

point � given through the water vapour pressure �� <strong>an</strong>d a temperature � the points �

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