+ ?) t5 D Y; U& U // Define the return value variable. % e1 I* Y7 c! b# j! y. |: D: y def returnValue & M3 R1 w5 C2 _, K 7 Z8 t! l- H1 o' q0 q. t! y7 M // Note the simulation time. ' N3 e- Z# z4 k/ ~+ j7 Z+ C def time = GetTickCountInTimeUnits() + j" \, f* |% ~1 p1 @& t# X0 Y ( Z8 R% B2 {/ z1 M8 W5 z6 e* o! B
// This is an agent decision. 3 I6 P5 i* M0 d if (watchedNode.pressure<200) { T/ g4 r# R: ]7 _ 8 `% r0 _5 B* J" E. x: v/ B# M // This is a task.- z# m, Q# G( g. |
setPressure(watchedAgent.pressure)8 _ ]& g# H ?8 o0 I
- q8 m: t& ]+ ?4 D } else { u, _' m+ [7 @! A0 g- `
' a* l9 w7 c" k% K9 |: ?: M+ ]# r4 |8 I0 P' q, m
}- q4 C2 N3 v0 u
// Return the results. ; |# x. D$ i: z, G return returnValue 4 o4 n! \6 p0 k# H8 I 8 ~" S2 D# j$ V' e% I1 T% v$ X3 Z4 s } 0 S$ [0 O2 s: V" C# s) m$ T, E2 ^0 _( F
/**( G; \4 c9 r! l& G) Y+ b
*- z/ v) q' ?4 N0 t) A( ~( u
* This is the step behavior. 0 H. Y5 Y( P% U * @method step1 z! @0 [' n4 |
*% W# Z& Z t- a/ x8 Z/ X
*/ " K) L2 N6 @- V6 ?& m @ScheduledMethod(6 {9 E" Y: H0 [+ ?1 L$ V
start = 1d, ; I4 B9 a L+ L8 `7 j interval = 1d,6 c9 N/ q4 z! w: a7 b: r( L
shuffle = false 8 G) ?: r' w) X( j9 ?1 |% k )0 p/ l' I, K, d q/ M
public void step() {* I0 a" M! [9 J1 y% v
, L2 a9 _5 k. m# s) `% ~& @3 ? // Note the simulation time. / v( L8 s/ ~5 d! f' M2 Y6 p" g def time = GetTickCountInTimeUnits(), ^6 n; N' w2 ~7 Q. A% i
8 d: @7 p8 _3 j& u! R& K R // This is a task.8 o" Y; Q3 p& W L3 K
measurePressure=pressure+ RandomDraw(-20.0, 20.0) 0 E6 s( f9 F5 T9 |$ l: Q# i$ @2 x // End the method.& V& P7 E% N! b E7 h
return& G+ o/ \$ W8 g7 ?: g$ ^3 I