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Optimization<br />

Monitoring Design Objectives<br />

• MONIT_VAL=MEAN, the printed value will be the sum .<br />

• MONIT_VAL=MAX or MONIT_VAL=MIN, the printed value will be the maximum<br />

Max{f r (k) (x)} or the minimum Min{f r (k) (x)}.<br />

Related Topics<br />

Monitoring Goal Value Objectives<br />

Monitoring Bound Objectives<br />

Optimization Methods<br />

Monitoring Bound Objectives<br />

Consider the case of objectives bound by inequality constraints. The notion of error functions<br />

can be extended to this case. These functions are called the violation associated to a constraint.<br />

Consider a group of range constraints:<br />

l (k) ≤ f r (k) (x) ≤ u (k)<br />

the maximum violations v u and v l are defined as follows:<br />

v u (k) = max{0, f i (k) (x) − u (k) }<br />

and<br />

v l (k) = max{0, l (k) − f i (k) (x)}<br />

These numbers are always positive v l, u ≥ 0. This is summarized in the following list:<br />

• MONIT_VAL=MEAN, the printed value will be the sum:<br />

• MONIT_VAL=MAX or MONIT_VAL=MIN, the printed value will be:<br />

The maximum Max{f r (k) (x)} or the minimum Min{f r (k) (x)}.<br />

• MONIT_VAL=ERRMEAN, the printed value will be the mean value of the constraint<br />

violations:<br />

Eldo® User's Manual, 15.3 655

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