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Optimization<br />

Normal and Elastic Modes of Termination<br />

Figure 13-19. Illustration of Slack<br />

It is clear that there is no feasible solution. Running the Eldo optimizer on this example:<br />

.PARAMOPT X1=(-2, *, *)<br />

.PARAMOPT X2=(-2, *, *)<br />

.OBJECTIVE DC LABEL=CIRCLE1 ( (X1-1)**2 + X2**2 ) UBOUND=0.75<br />

.OBJECTIVE DC LABEL=CIRCLE2 ( (X1+1)**2 + X2**2 ) UBOUND=0.75<br />

gives the following output:<br />

==> Starting Optimization...<br />

Iteration 0: Feas = 1.2e+01, Optim = 6.0e+00<br />

Iter Simul LS Step Merit Function Feas Optim Slack<br />

1 10 1.0e+00 6.3505943e-01 1.2e+00 6.0e-04 0.0e+00<br />

2 16 3.3e-01 1.7787634e+00 3.9e-01 7.8e-01 0.0e+00<br />

3 22 1.9e-01 4.3108310e+00 2.9e-01 9.0e-01 0.0e+00<br />

4 28 3.4e-02 3.7393098e+01 2.5e-01 1.3e+00 0.0e+00<br />

5 34 3.7e-04 6.5283185e+03 2.5e-01 1.9e+00 0.0e+00<br />

6 40 1.0e-00 1.5304677e+04 2.5e-01 2.0e+00 3.5e+00<br />

7 46 2.2e-01 1.5238534e+04 5.1e-03 7.7e+03 3.6e-01<br />

8 53 1.3e-02 1.4929878e+04 5.1e-03 7.5e+03 3.5e-01<br />

9 61 9.9e-01 1.5000628e+04 1.1e-02 1.9e+03 3.5e-01<br />

Iter Simul LS Step Merit Function Feas Optim Slack<br />

10 65 1.0e+00 1.5000626e+04 4.1e-04 2.8e+01 3.5e-01<br />

11 69 1.0e+00 1.5000625e+04 1.2e-07 1.4e+01 3.5e-01<br />

==> End Of The Optimization Phase<br />

662<br />

Eldo® User's Manual, 15.3

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