( U1 u# x& z8 [0 T C( d! b- m) s . `, Q8 L; j: t3 i@Parameter (displayName = "Measured Pressure", usageName = "measured pressure")- M/ \9 _# n. x7 d3 P0 W# Q; X
public double getMeasured pressure() { ( Z. ~9 m e1 ~* Z( j0 ~9 X return measured pressure" |: \3 i6 \. {" I6 }2 D
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public void setMeasured pressure(double newValue) {. D% y; Q2 o, f; e
measured pressure = newValue6 G T, k7 C* |) Q3 U- T
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public double measured pressure = 0 * }, U( T6 |1 n' l( d' z( R, E* ^, P. H* H* d
/**0 |+ q9 a* i7 @- o$ g
* 5 l# P( J3 l( D7 b9 G- K4 s% T * This value is used to automatically generate agent identifiers. $ F. P0 k; c- V) H * @field serialVersionUID( s1 V' ?. p/ ]# E+ ]7 M3 p B
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private static final long serialVersionUID = 1L# o, V O+ c# A" V% s. o L! ?
; Y) E9 s" q, h$ g" E; j9 k /** : ] Y' ?& w1 |+ J *, n5 X4 X) c& E" g! K
* This value is used to automatically generate agent identifiers.1 m& w& W4 Z3 q! G0 q; P& L! U! L+ d
* @field agentIDCounter + }: g4 u% r* F9 |3 [ * x4 a+ C; j: ?9 A, t% c" u
*/ 6 ^1 W( m( f9 ^2 h: A# x6 f5 y protected static long agentIDCounter = 1 & z7 a( A- E3 i ' ~: P0 G( R/ A# ~ /**; U0 V- v1 X1 ^3 ~
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* This value is the agent's identifier. 2 F2 N: l8 T1 S+ N+ S. f( q * @field agentID 8 J( P& ~. ]$ N( M& D2 q+ f, @ * 4 L& z- o0 i% `# B5 g */7 t" C. N+ P2 [3 U$ y" X) G, A
protected String agentID = "GasNode " + (agentIDCounter++) + {0 l9 a8 w) S8 b! Z8 Y T 5 x$ w ?5 L" G1 Q: a4 `! q2 h+ ~ /**9 @, b8 a' v3 t, q
* 4 f! e" W8 B& ^6 C1 i4 B0 ^3 x * This is the step behavior.8 d# _+ Q5 Y3 K! D
* @method step- P! ?0 n; z- G7 v
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*/ 3 R, q4 ]- z8 [* k$ D# ? @Watch() n! | t" ^! R7 Z3 y4 B9 `5 ]
watcheeClassName = 'infrastructuredemo.GasNode',& a% D$ P7 k% J" \3 d2 x" l' ]
watcheeFieldNames = 'pressure', . x; h+ o3 U, q& L2 O query = 'linked_from',; C4 z4 ?, _& e' {- ?' I+ P
whenToTrigger = WatcherTriggerSchedule.LATER,4 w0 s0 l0 Q$ w
scheduleTriggerDelta = 10d* h6 X* b/ s7 f3 [0 q0 q
) 1 J* u7 q% Y8 a$ Y public def step(infrastructuredemo.GasNode watchedAgent) { s. s& ]8 {3 t" \2 f* s/ O! x. C! O K) e8 K
// Define the return value variable. p, b- A9 C- ] def returnValue / y. X7 D" c7 c1 ~( {) `, p # ^) p$ w# ~6 f // Note the simulation time. 1 g+ |8 S$ R+ [ def time = GetTickCountInTimeUnits() ( n4 k. M3 ?. F1 w _# k# O# C) t' y& B. E# T2 C! P! e1 o2 @: U! }
// This is an agent decision. . U' }) l( c8 I6 o0 Y7 \ if (watchedNode.pressure<200) { & ^8 r% H1 I' |; l% G6 \0 P% A7 a) l* |! k! u8 w; V( m. F0 C( K
// This is a task.8 B& r9 i, z) W
setPressure(watchedAgent.pressure) ( c3 k# B6 |! u6 Z8 q8 a. c% q1 g1 m6 n$ r
} else {( b2 V' O+ D$ T
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// Return the results.0 K: [- f" v1 Z6 M
return returnValue 3 ]4 u. ~# m! G- N; G& B; ^) S . ?9 V+ I0 P' k5 Q9 X; G }; y, ^" |/ z, r9 I3 r) `: K
3 M2 w2 N% J% {4 n% l% H /** ) P% p" z1 @2 I9 c- p- E8 r) f *2 ^2 @% e/ V8 @7 j
* This is the step behavior. 8 _, O& p! P" ^# ^! x/ @* I * @method step4 s; Y7 j7 y6 |; P- ^% e
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*/ 5 ]; t, @9 f1 y+ V3 L/ d @ScheduledMethod(6 b( W# u( ]: o0 ^. a! w' C
start = 1d, Z0 d$ x; G. {; C6 Y/ F+ f+ P* d
interval = 1d, 4 r; }! K3 p* j! z* W$ t: s# k, F shuffle = false0 r8 [. R, }, g/ C( \+ f U }: z
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public void step() {. h3 \; ]2 g" r: c+ t }2 q! g
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// Note the simulation time.6 G, P, k+ P: ?3 `; S$ o' q, ]
def time = GetTickCountInTimeUnits()9 Z0 }# z" A5 S! r1 G
8 ?+ @+ x' J- M8 F) k- m // This is a task. ( W9 @1 ^# ]5 e; W4 f$ w" o measurePressure=pressure+ RandomDraw(-20.0, 20.0)7 @% z4 N) {# [" ~. k
// End the method.5 |7 b! k" \) M; K9 r7 B* K6 l: u
return ) y2 K- w. A: ? O/ V: n/ _ * X1 e% O; @, [ }