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我的模型,原意是使得每五个turtle成一个矩形,这些矩形随机散布在一定范围内。
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但是运行结果所有的矩形重叠在一起,只显示一个矩形。请大家帮忙看看。) f/ N, Z) t( q3 u3 d) A3 k' N0 z- V
! x" Y, W* G4 z' W% w- R# Qturtles-own [a b c d k f g h
+ a0 q! u, B ] x y ;; these are the leaf-turtle's offsets relative to center-turtle , @- I' q" K, A( c
]
9 n5 p3 E, W8 B, ^1 k1 S# K, k& hto new
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7 [9 Q( P2 W7 z- I: \ crt 5 * num_of_building
9 T: x7 y% Z! n+ \/ B3 F6 ~ ask turtles [ifelse (remainder who 5 = 0) [set color red][set color blue]]
2 \! ]" X8 ?, F* `2 y0 m scatter ;;keep center-turtle random positions - `8 S6 F- `+ a2 o
unit_plan ;;make up the building plan
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to scatter1 K6 \; X# O* r4 S! X
ask turtles with [remainder who 5 = 0], c1 C1 n# [# |# R3 }7 |) K
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set xcor xcor - 6 + random-float 153 W" R! n) ~: Z5 u' v4 d
set ycor ycor - 6 + random-float 15( m$ i3 P# @9 b. Z, E" w
]
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to unit_plan 9 a3 z- I% e, q6 Y! ^+ E
ask turtles [4 {4 N( {) f) e
if (remainder who 5 = 1) [set a who # f+ o5 V& S& S: W
set x ( 0 - Wid / 2 ) # L, A- _2 [ b: q) T8 \
set y Dep / 2 ], C4 L6 {, B7 V2 S# W$ ^
set b int (a / 5) * 5
/ b2 b5 C3 g( K( p setxy ( xcor-of turtle b + x )- I( p" b- g) z
( ycor-of turtle b + y )
- b4 k! U* b0 b: v/ G0 \if (remainder who 5 = 2) [set c who9 z% T' ? L" a8 w1 @- d1 M+ N) K6 s( O
set x ( 0 - Wid / 2 )
' V0 n$ ~% b2 S( E( t j0 c set y (0 - Dep / 2 ) ]' q( a8 D8 E8 k' l# Q$ X
set d int (c / 5) * 5: F) C7 s/ n9 z* b4 z0 e
setxy ( xcor-of turtle d + x )2 r) h: r$ Z4 e2 Z2 U$ i$ J
(ycor-of turtle d + y )
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if (remainder who 5 = 3) [set k who
+ H9 ]! h, L# |1 r; _! j set x( Wid / 2) " a/ S& d1 G ^4 \( D+ [8 C
set y (0 - Dep / 2 ) ]+ M4 ]& c! ]# r% S- s/ e9 b
set f int (k / 5) * 5; i, I# z: _3 r) G: u0 E- r% Y
setxy ( xcor-of turtle f + x )
, G$ |; q7 s( i) Z (ycor-of turtle f + y )
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if (remainder who 5 = 4) [set g who" B/ E% D$ R% \9 b+ A+ f% ^. J
set x Wid / 2 $ h* Z; O2 u6 d+ i0 P7 \$ T
set y Dep / 2 ], _3 ? A! X# m- u* Q, \3 R5 A, l; l
set h int (g / 5) * 53 j' n0 @/ e# j9 h. }4 A
setxy ( xcor-of turtle h + x )
9 G& n+ H" x2 t% m. V (ycor-of turtle h + y )
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end
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[ 本帖最后由 etamina 于 2008-4-10 16:41 编辑 ] |
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