Compare commits
1 Commits
master
...
Nowe_drzew
| Author | SHA1 | Date | |
|---|---|---|---|
| bd03efb650 |
Binary file not shown.
86
drzewo.lpy
86
drzewo.lpy
@ -1,86 +0,0 @@
|
||||
import random
|
||||
a = 50
|
||||
length = 2
|
||||
dl = 0.05
|
||||
globalwidth = 1.5
|
||||
degree = 70
|
||||
def Start():
|
||||
#random.seed(150)
|
||||
pass
|
||||
|
||||
Axiom: SetGuide(treepath,90)_(1)@GsG(0.5)A(1,0.30)
|
||||
derivation length: 100
|
||||
production:
|
||||
A(x,k) :
|
||||
if k < 3.5:
|
||||
if x <= 7:
|
||||
produce /(96)F(0.7,1-k/5)A(x+1,k+0.01)
|
||||
elif x <= 14:
|
||||
produce /(degree)F(0.7,1-k/5)[SetGuide(treepath2,8)_(0.2)&(90)-(60)B(1,k)]A(x+1,k+0.1)
|
||||
else:
|
||||
x = 0
|
||||
produce A(x+1,k+0.01)
|
||||
elif k < 4:
|
||||
produce /(degree)F(0.7,1-k/5)[SetGuide(finish,8)_(0.2)&(90)-(60)B(1,k)]A(x+1,k+0.1)
|
||||
B(x,k):
|
||||
r = random.random()
|
||||
if x <= 20:
|
||||
produce F(0.8,0.05+0.25/k)[/(r*500)+(20)_(0.02)F(1)C(1,1.0)]B(x+1,k+1)
|
||||
C(x,k):
|
||||
r = random.random()
|
||||
if x <= 3:
|
||||
produce F(0.6)C(x+1,k+1);(2)Leaf()
|
||||
|
||||
Leaf():
|
||||
produce Sweep(path,section,length,dl,globalwidth,leafwidth)
|
||||
interpretation:
|
||||
endlsystem
|
||||
###### INITIALISATION ######
|
||||
|
||||
__lpy_code_version__ = 1.1
|
||||
|
||||
def __initialiseContext__(context):
|
||||
import openalea.plantgl.all as pgl
|
||||
Color_1 = pgl.Material("Color_1" , ambient = (66,33,0) , diffuse = 0 , specular = (204,204,204) , )
|
||||
Color_1.name = "Color_1"
|
||||
context.turtle.setMaterial(1,Color_1)
|
||||
Color_2 = pgl.Material("Color_2" , ambient = (6,13,2) , diffuse = 5.76923 , )
|
||||
Color_2.name = "Color_2"
|
||||
context.turtle.setMaterial(2,Color_2)
|
||||
import openalea.plantgl.all as pgl
|
||||
path = pgl.BezierCurve2D(
|
||||
pgl.Point3Array([(-0.5, 0, 1),(-0.326083, -0.0978345, 1),(-0.0956592, 0.0176126, 1),(0.0620721, -0.00621237, 1)]) ,
|
||||
)
|
||||
path.name = "path"
|
||||
section = pgl.NurbsCurve2D(
|
||||
ctrlPointList = pgl.Point3Array([(-0.672727, 0, 1),(-0.324715, 0.227106, 1),(0.023332, -0.20146, 1),(0.337225, -0.0436618, 1),(0.695455, 0.00454545, 1)]) ,
|
||||
)
|
||||
section.name = "section"
|
||||
import openalea.plantgl.all as pgl
|
||||
leafwidth = pgl.NurbsCurve2D(
|
||||
ctrlPointList = pgl.Point3Array([(0, 0, 1),(0.0305872, 0.539066, 1),(0.125225, 0.681196, 1),(0.344686, 0.720503, 1),(0.544193, 0.504133, 1),(0.695718, 0.293404, 1),(0.731597, 0.166532, 1),(0.771218, 0.0592187, 1),(0.897377, 0.030847, 1),(1, -0.000465795, 1)]) ,
|
||||
)
|
||||
leafwidth.name = "leafwidth"
|
||||
treepath = pgl.NurbsCurve2D(
|
||||
ctrlPointList = pgl.Point3Array([(-0.5, 0, 1),(-0.238627, 0.00619407, 1),(-0.07298, -0.00805499, 1),(0.0491646, 0.0141531, 1),(0.234358, -9.59484e-005, 1),(0.398942, -0.00805499, 1),(0.565017, -0.00943561, 1)]) ,
|
||||
)
|
||||
treepath.name = "treepath"
|
||||
finish = pgl.BezierCurve2D(
|
||||
pgl.Point3Array([(-0.465217, 0.00434783, 1),(-0.310145, 0.0826087, 1),(-0.324638, 0.456522, 1),(-0.34633, 0.672535, 1)]) ,
|
||||
)
|
||||
finish.name = "finish"
|
||||
treepath2 = pgl.NurbsCurve2D(
|
||||
ctrlPointList = pgl.Point3Array([(-0.00917746, 0.0133432, 1),(0.72348, 1.57179, 1),(3.10364, 2.97222, 1),(3.50129, 4.69656, 1),(3.82637, 6.13593, 1)]) ,
|
||||
)
|
||||
treepath2.name = "treepath2"
|
||||
panel_0 = ({'active': True, 'visible': True, 'name': 'Panel 1'},[('Curve2D',path),('Curve2D',section),('Function',leafwidth),('Curve2D',treepath),('Curve2D',finish),('Curve2D',treepath2)])
|
||||
parameterset = [panel_0,]
|
||||
context["__functions__"] = [('leafwidth',leafwidth),]
|
||||
context["__curves__"] = [('path',path),('section',section),('treepath',treepath),('finish',finish),('treepath2',treepath2),]
|
||||
context["__parameterset__"] = parameterset
|
||||
context["path"] = path
|
||||
context["section"] = section
|
||||
context["leafwidth"] = pgl.QuantisedFunction(leafwidth)
|
||||
context["treepath"] = treepath
|
||||
context["finish"] = finish
|
||||
context["treepath2"] = treepath2
|
||||
86
drzewo.lpy~
86
drzewo.lpy~
@ -1,86 +0,0 @@
|
||||
import random
|
||||
a = 50
|
||||
length = 2
|
||||
dl = 0.05
|
||||
globalwidth = 1.5
|
||||
degree = 70
|
||||
def Start():
|
||||
#random.seed(150)
|
||||
pass
|
||||
|
||||
Axiom: SetGuide(treepath,90)_(1)@GsG(0.5)A(1,0.30)
|
||||
derivation length: 100
|
||||
production:
|
||||
A(x,k) :
|
||||
if k < 3.5:
|
||||
if x <= 7:
|
||||
produce /(96)F(0.7,1-k/5)A(x+1,k+0.01)
|
||||
elif x <= 14:
|
||||
produce /(degree)F(0.7,1-k/5)[SetGuide(treepath2,8)_(0.2)&(90)-(60)B(1,k)]A(x+1,k+0.1)
|
||||
else:
|
||||
x = 0
|
||||
produce A(x+1,k+0.01)
|
||||
elif k < 4:
|
||||
produce /(degree)F(0.7,1-k/5)[SetGuide(finish,8)_(0.2)&(90)-(60)B(1,k)]A(x+1,k+0.1)
|
||||
B(x,k):
|
||||
r = random.random()
|
||||
if x <= 20:
|
||||
produce F(0.8,0.05+0.25/k)[/(r*500)+(20)_(0.02)F(1)C(1,1.0)]B(x+1,k+1)
|
||||
C(x,k):
|
||||
r = random.random()
|
||||
if x <= 3:
|
||||
produce F(0.6)C(x+1,k+1);(2)&(r*200)Leaf()
|
||||
|
||||
Leaf():
|
||||
produce Sweep(path,section,length,dl,globalwidth,leafwidth)
|
||||
interpretation:
|
||||
endlsystem
|
||||
###### INITIALISATION ######
|
||||
|
||||
__lpy_code_version__ = 1.1
|
||||
|
||||
def __initialiseContext__(context):
|
||||
import openalea.plantgl.all as pgl
|
||||
Color_1 = pgl.Material("Color_1" , ambient = (66,33,0) , diffuse = 0 , specular = (204,204,204) , )
|
||||
Color_1.name = "Color_1"
|
||||
context.turtle.setMaterial(1,Color_1)
|
||||
Color_2 = pgl.Material("Color_2" , ambient = (6,13,2) , diffuse = 5.76923 , )
|
||||
Color_2.name = "Color_2"
|
||||
context.turtle.setMaterial(2,Color_2)
|
||||
import openalea.plantgl.all as pgl
|
||||
path = pgl.BezierCurve2D(
|
||||
pgl.Point3Array([(-0.5, 0, 1),(-0.326083, -0.0978345, 1),(-0.0956592, 0.0176126, 1),(0.0620721, -0.00621237, 1)]) ,
|
||||
)
|
||||
path.name = "path"
|
||||
section = pgl.NurbsCurve2D(
|
||||
ctrlPointList = pgl.Point3Array([(-0.672727, 0, 1),(-0.324715, 0.227106, 1),(0.023332, -0.20146, 1),(0.337225, -0.0436618, 1),(0.695455, 0.00454545, 1)]) ,
|
||||
)
|
||||
section.name = "section"
|
||||
import openalea.plantgl.all as pgl
|
||||
leafwidth = pgl.NurbsCurve2D(
|
||||
ctrlPointList = pgl.Point3Array([(0, 0, 1),(0.0305872, 0.539066, 1),(0.125225, 0.681196, 1),(0.344686, 0.720503, 1),(0.544193, 0.504133, 1),(0.695718, 0.293404, 1),(0.731597, 0.166532, 1),(0.771218, 0.0592187, 1),(0.897377, 0.030847, 1),(1, -0.000465795, 1)]) ,
|
||||
)
|
||||
leafwidth.name = "leafwidth"
|
||||
treepath = pgl.NurbsCurve2D(
|
||||
ctrlPointList = pgl.Point3Array([(-0.5, 0, 1),(-0.238627, 0.00619407, 1),(-0.07298, -0.00805499, 1),(0.0491646, 0.0141531, 1),(0.234358, -9.59484e-005, 1),(0.398942, -0.00805499, 1),(0.565017, -0.00943561, 1)]) ,
|
||||
)
|
||||
treepath.name = "treepath"
|
||||
finish = pgl.BezierCurve2D(
|
||||
pgl.Point3Array([(-0.465217, 0.00434783, 1),(-0.310145, 0.0826087, 1),(-0.324638, 0.456522, 1),(-0.408696, 0.669565, 1)]) ,
|
||||
)
|
||||
finish.name = "finish"
|
||||
treepath2 = pgl.NurbsCurve2D(
|
||||
ctrlPointList = pgl.Point3Array([(-0.00917746, 0.0133432, 1),(0.72348, 1.57179, 1),(3.10364, 2.97222, 1),(3.50129, 4.69656, 1),(3.82637, 6.13593, 1)]) ,
|
||||
)
|
||||
treepath2.name = "treepath2"
|
||||
panel_0 = ({'active': True, 'visible': True, 'name': 'Panel 1'},[('Curve2D',path),('Curve2D',section),('Function',leafwidth),('Curve2D',treepath),('Curve2D',finish),('Curve2D',treepath2)])
|
||||
parameterset = [panel_0,]
|
||||
context["__functions__"] = [('leafwidth',leafwidth),]
|
||||
context["__curves__"] = [('path',path),('section',section),('treepath',treepath),('finish',finish),('treepath2',treepath2),]
|
||||
context["__parameterset__"] = parameterset
|
||||
context["path"] = path
|
||||
context["section"] = section
|
||||
context["leafwidth"] = pgl.QuantisedFunction(leafwidth)
|
||||
context["treepath"] = treepath
|
||||
context["finish"] = finish
|
||||
context["treepath2"] = treepath2
|
||||
@ -1,30 +1,31 @@
|
||||
import random
|
||||
a = 50
|
||||
length = 0.75
|
||||
dl = 0.01
|
||||
globalwidth = 0.5
|
||||
degree = 70
|
||||
def Start():
|
||||
#random.seed(150)
|
||||
pass
|
||||
|
||||
Axiom: _(0.3)@GsG(0.5)A(1,1.0)
|
||||
derivation length: 50
|
||||
Axiom: SetGuide(treepath,90)_(1)@GsG(0.5)A(1,0.30)
|
||||
derivation length: 100
|
||||
production:
|
||||
A(x,k) :
|
||||
if x >= a-20:
|
||||
produce [-(a-x)F(1,0.05+0.25/k)C(1,k)]/(75)F(0.7,0.05+0.25/k)A(x+1,k+0.1)
|
||||
elif x <= 5:
|
||||
produce F(0.7,0.05+0.25/k)A(x+1,k+0.1)
|
||||
else:
|
||||
produce[-(30)F(1,0.05+0.25/k)B(1,k)]/(75)F(0.5,0.05+0.25/k)A(x+1,k+0.1)
|
||||
if x%7 == 0:
|
||||
produce /(96)F(6,1-k/5)A(x+1,k+0.1)
|
||||
elif x <= 35:
|
||||
produce /(degree)F(0.7,1-k/5)[SetGuide(treepath2,8)_(0.3)&(90)-(60)B(1,1.0)]A(x+1,k+0.1)
|
||||
B(x,k):
|
||||
if x <= 5:
|
||||
r1 = random.random()
|
||||
r2 = random.random()
|
||||
produce [^(r1*50)F(1,0.05+0.25/k)-(20);Leaf(1)][&(r2*50)F(1,0.05+0.25/k)-(20);Leaf(1)]F(1,0.05+0.25/k)[-(20);Leaf(1)]B(x+1,k+1)
|
||||
r = random.random()
|
||||
if x <= 20:
|
||||
produce F(0.8,0.05+0.25/k)[/(r*500)+(20)_(0.02)F(1)C(1,1.0)]B(x+1,k+1)
|
||||
C(x,k):
|
||||
if x <= 5:
|
||||
r1 = random.random()
|
||||
r2 = random.random()
|
||||
produce [^(r1*50)F(1,0.05+0.25/k)-(20);Leaf(1)]F(1,0.05+0.25/k)[-(20);Leaf(1)]C(x+1,k+1)
|
||||
r = random.random()
|
||||
if x <= 10:
|
||||
produce F(0.6)C(x+1,k+1)
|
||||
|
||||
Leaf(x):
|
||||
produce ~l(1)
|
||||
produce Sweep(path,section,length,dl,globalwidth,leafwidth)
|
||||
interpretation:
|
||||
endlsystem
|
||||
@ -1,2 +0,0 @@
|
||||
http://www.danubeparks.org/files/1903_BlackPoplarMonography.pdf?fbclid=IwAR0tYSylgoFSudPO0EVTCmurQyXj8SO4uI2vLa14_NFRo0hcCXmjW2vKNIQ
|
||||
http://www.hrpub.org/download/20160130/UJPS2-10305549.pdf
|
||||
Binary file not shown.
Loading…
Reference in New Issue
Block a user