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Optimization and Computational Fluid Dynamics - Department of ...

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36 Gábor Janiga<br />

∆P [mPa]<br />

2.2<br />

2.0<br />

1.8<br />

1.6<br />

1.4<br />

1.2<br />

1.0<br />

0.8<br />

0.6<br />

Feasible, but non-optimal solutions<br />

Pareto front: Set <strong>of</strong> optimal solutions<br />

Infeasible configurations<br />

14 16 18 20<br />

∆T [K]<br />

22 24 26<br />

Fig. 2.10 Results <strong>of</strong> the best evaluations after 20 generations <strong>of</strong> the EA: Pareto front<br />

(POF), feasible <strong>and</strong> infeasible configurations<br />

(a) ∆T =14.9 K,∆P =0.79 mPa. (b) ∆T =18.6 K,∆P =1.03 mPa.<br />

(c) ∆T =21.5 K,∆P =1.33 mPa. (d) ∆T =23.7 K,∆P =1.59 mPa.<br />

(e) ∆T =25.4 K,∆P =2.04 mPa.<br />

Fig. 2.11 Example <strong>of</strong> the resulting placement for 5 individuals belonging to the POF.<br />

The flow direction is from left to right<br />

2.3.6.2 EA Parameters<br />

The objective values obtained from the simulations are shown as a function<br />

<strong>of</strong> the number <strong>of</strong> generations in Fig. 2.12, in which only the non-dominated<br />

configurations are represented. We observe that the POF can be recognized

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