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Optimization<br />

Design Objectives for Multi-Point Simulation<br />

Note<br />

When WEIGHT and TYPVAL are scalar values, they apply to all lines.<br />

An objective statement with the parameters LBOUND or UBOUND type has the following<br />

syntax:<br />

with:<br />

and:<br />

. DATA=OMEGA_DATA<br />

.DATA OMEGA_DATA OMEGA L_VAL U_VAL WEIGHT_VAL TYP_VAL<br />

+ OMEGA1 L_VAL1 U_VAL1 WEIGHT_VAL1 TYP_VAL1<br />

*...<br />

+ OMEGAP L_VALP U_VALP WEIGHT_VALP TYP_VALP<br />

.ENDDATA<br />

.OBJECTIVE<br />

+ EXTRACT_INFO [LABEL=NAME]<br />

+ {$MACRO|FUNCTION}<br />

+ OBJECTIVE_INFO<br />

+ [SCALE_INFO]<br />

OBJECTIVE_INFO:=<br />

{{LBOUND=OMEGA_DATA(L_VAL)|RVALUE} | {UBOUND=OMEGA_DATA(U_VAL)|RVALUE}}<br />

| {LBOUND=OMEGA_DATA(L_VAL)|RVALUE} {UBOUND=OMEGA_DATA(U_VAL) | RVALUE}<br />

[WEIGHT=OMEGA_DATA(WEIGHT_VAL) | RVALUE]<br />

SCALE_INFO:=<br />

TYPVAL={OMEGA_DATA(TYP_VAL) | RVALUE}<br />

Other Types of Analysis<br />

Consider parameter- and list-driven AC analysis where the command syntax matches one of the<br />

following:<br />

.AC TYPE NB FSTART FSTOP [SWEEP DATA=DATA_NAME]<br />

.AC TYPE NB FSTART FSTOP [SWEEP PARAM_NAME TYPE NB START STOP]<br />

.AC TYPE NB FSTART FSTOP [SWEEP PARAM_NAME START STOP INCR]<br />

.AC LIST {LIST_OF_FREQUENCIES} [SWEEP DATA=DATA_NAME]<br />

.AC LIST {LIST_OF_FREQUENCIES} [SWEEP PARAM_NAME TYPE NB START STOP]<br />

.AC LIST {LIST_OF_FREQUENCIES} [SWEEP PARAM_NAME START STOP INCR]<br />

Alternatively consider transient analysis in HSPICE compatibility mode where the command<br />

matches one of the following:<br />

.TRAN INCR1 T1 [{INCRn Tn}] [TSTART=VAL] [SWEEP DATA=DATA_NAME]<br />

.TRAN INCR1 T1 [{INCRn Tn}] [SWEEP PARAM_NAME TYPE NB START STOP]<br />

.TRAN INCR1 T1 [{INCRn Tn}] [SWEEP PARAM_NAME START STOP INCR]<br />

620<br />

Eldo® User's Manual, 15.3

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