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SIMPLORER User Manual V6.0 - FER-a

SIMPLORER User Manual V6.0 - FER-a

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A<br />

536 Appendix<br />

Action Description Syntax in Value<br />

DEL Sets a delay. The variable is set to false at the moment of var##time [s]<br />

activation and set to true after the delay time.<br />

delation##10m<br />

DELRES Deletes a defined delay variable. del4<br />

DIS The variable value (and moment) is displayed in the simu- Name.Qualifier<br />

lator status window.<br />

dc.n<br />

TXT The given text string is displayed in the simulator status "Text String"<br />

window.<br />

"State waiting"<br />

KEY Sets a mark in the state graph by pressing a key. <br />

STOP Interrupts the simulation (can be continued). No Parameters<br />

BREAK Finishes the simulation. No Parameters<br />

SAVE Saves the active simulation status in a status file. No Parameters<br />

Basic Rules for the Proper Choice of Time Step<br />

Correct simulation processing and results depend on the proper choice of minimum and maximum<br />

values for the integration step size. The smaller the maximum integration step size, the<br />

more correct the results, but the longer the processing time.<br />

This means that, when specifying these minimum and maximum time step values, you need<br />

to compromise between accuracy and time. The basic rule of measurement “Not as precise as<br />

possible, but as precise as required” is also valid for a simulation. The following guidelines<br />

should help you prevent elementary mistakes in choosing the proper integration step width:<br />

Model properties Recommended<br />

What is the smallest time constant (τ min ) of the electric circuit (R*C or<br />

L/R) or of the block diagram (PTn-elements)<br />

What is the largest time constant (τ max ) of the electric circuit (R*C or<br />

L/R) or of the block diagram (PTn-elements)<br />

Which is the smallest cycle (T min) of oscillations that can be expected<br />

(natural frequencies of the system or oscillating time functions)<br />

Which is the largest cycle (T max ) of oscillations that can be expected<br />

(natural frequencies of the system or oscillating time functions)<br />

What is the smallest controller sampling (TS min )<br />

What is the fastest transient occurrence (TU min) (edge changes of time<br />

functions)<br />

What is the time interval to be simulated (Tend)<br />

τmin Hmin < ----------<br />

10<br />

τmax Hmax < ----------<br />

10<br />

Hmin Tmin < -----------<br />

20<br />

Hmax Tmax < -----------<br />

20<br />

Hmin TSmin < --------------<br />

5<br />

Hmax =<br />

TS min<br />

Hmin TUmin < ---------------<br />

20<br />

Hmax TEND<br />

<<br />

----------------<br />

50

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