def main():
"""a simple example of a "component" tiling of a mesh surface.
given a mesh with only quad faces, we will generate a simple pyramid-like
component to take the place of each mesh face.
"""
outie = fp.make_out(fp.outies.Rhino, "component")
outie.set_color(Color.RGB(0.75,0.5,1.0))
# get user input
innie = fp.make_in(fp.innies.Rhino)
mymesh = innie.get_mesh()
pathPrefix = "solarIncidence/"
path = pathPrefix + "USA_CA_San.Francisco.Intl.AP.724940_TMY3.epw"
epwdata = epwData(path)
# go through each mesh face, and calcuate the average surface irradiance
# and store value in irrArr
irrArr = []
for i in range(len(mymesh.faces)):
facePlane = Ray(mymesh.face_centroid(i),mymesh.face_normal(i))
irrArr.append(avgIrradinaceForYear(facePlane,epwdata))
# go through each mesh face, and construct a component for each face
for i in range(len(mymesh.faces)):
height = irrArr[i] / 30
if height < 1.0 : height = 1.0
outie.put(pyramidComponent(mymesh,i,height))
outie.draw()
def main():
"""a simple example of calculating solar incident radiation.
given a user-defined plane to evaluate, a hard-coded position,
and a EPW file that associates date/time with radiation level,
calculates the amount of radition striking the plane
and produces a simple visualization.
"""
outie = fp.make_out(fp.outies.Rhino, "solar incidence")
outie.set_color(Color(0.75))
# getting user input
pathPrefix = ""
path = pathPrefix + "USA_CA_San.Francisco.Intl.AP.724940_TMY3.epw"
epwdata = epwData(path)
plane = Ray(Point(0,0,2), Vec(5,2,1)) #user-defined plane
# Calculates the Yearly Average or Yearly Maximum Incident Radiation
irrArr = []
for h in range(8760): irrArr.append(srfIrradiance(plane,h,epwdata))
maxIrr = max(irrArr) #Calculates Yearly Maximum Radiation
avgIrr = (sum(irrArr))/(len(irrArr)) #Calculates Yearly Average Radiation
print '{} Yearly Maximum Radiation w/m2'.format(maxIrr)
print '{} Yearly Average Radiation w/m2'.format(avgIrr)
#visualize results
normalizedVal = maxIrr/1000 #sets a range of 0w/m2 -> 1000w/m2
colorA = Color.HSB(0.75) #saturation and brightness of HSB colors default to 1.0
colorB = Color.HSB(0.0) #saturation and brightness of HSB colors default to 1.0
color = Color.interpolate(colorA,colorB,normalizedVal)
plane.set_color(color)
plane.vec.length = normalizedVal * 10
outie.put([plane])
outie.draw()
def main(): outie = fp.make_out(fp.outies.Rhino, "wayout") epw = fake_epw_data() print epw outie.draw()
def main():
outie = fp.make_out(fp.outies.Rhino, "wayout")
epw = fake_epw_data()
print epw
outie.draw()
def main():
"""a simple example of a "component" tiling of a mesh surface.
given a mesh with only quad faces, we will generate a simple pyramid-like
component to take the place of each mesh face.
"""
outie = fp.make_out(fp.outies.Rhino, "component")
outie.set_color(Color.RGB(0.75, 0.5, 1.0))
# get user input
innie = fp.make_in(fp.innies.Rhino)
mymesh = innie.get_mesh()
pathPrefix = "solarIncidence/"
path = pathPrefix + "USA_CA_San.Francisco.Intl.AP.724940_TMY3.epw"
epwdata = epwData(path)
# go through each mesh face, and calcuate the average surface irradiance
# and store value in irrArr
irrArr = []
for i in range(len(mymesh.faces)):
facePlane = Ray(mymesh.face_centroid(i), mymesh.face_normal(i))
irrArr.append(avgIrradinaceForYear(facePlane, epwdata))
# go through each mesh face, and construct a component for each face
for i in range(len(mymesh.faces)):
height = irrArr[i] / 30
if height < 1.0: height = 1.0
outie.put(pyramidComponent(mymesh, i, height))
outie.draw()
def DanzerAxiom(): outie = fp.make_out(fp.outies.Rhino, "axiom") outie.iconscale = 0.1 ta = DzTileA(xf=Xform.translation(Vec(1,0,0)),rlvl=1) tb = DzTileB(xf=Xform.translation(Vec(2,0,0)),rlvl=1) tc = DzTileC(xf=Xform.translation(Vec(3,0,0)),rlvl=1) tk = DzTileK(xf=Xform.translation(Vec(4,0,0)),rlvl=1) for t in [ta,tb,tc,tk] : outie.put(t.draw()) outie.draw()
def DanzerAxiom(): outie = fp.make_out(fp.outies.Rhino, "axiom") outie.iconscale = 0.1 ta = DzTileA(xf=Xform.translation(Vec(1,0,0)),rlvl=1) tb = DzTileB(xf=Xform.translation(Vec(2,0,0)),rlvl=1) tc = DzTileC(xf=Xform.translation(Vec(3,0,0)),rlvl=1) tk = DzTileK(xf=Xform.translation(Vec(4,0,0)),rlvl=1) for t in [ta,tb,tc,tk] : outie.put(t.draw()) outie.draw()
def simpleTiling():
outie = fp.make_out(fp.outies.Rhino, "tiles")
maxRecursion = 3
def recurse(tiles,rlvl=0):
if rlvl >= maxRecursion : return [tile.draw() for tile in tiles]
return [recurse(tile.inflate(),rlvl+1) for tile in tiles]
cs = CS(Point(1,1),Vec(1,-1))
outie.put( recurse([pt.PwTile(xf=cs.xform)]) )
outie.draw()
def main():
"""a simple example of calculating solar incident radiation.
given a user-defined plane to evaluate, a hard-coded position,
and a EPW file that associates date/time with radiation level,
calculates the amount of radition striking the plane
and produces a simple visualization.
"""
outie = fp.make_out(fp.outies.Rhino, "solar incidence")
outie.set_color(Color(0.75))
# getting user input
pathPrefix = ""
path = pathPrefix + "USA_CA_San.Francisco.Intl.AP.724940_TMY3.epw"
epwdata = epwData(path)
plane = Ray(Point(0, 0, 0), Vec(1, -5, 2)) #user-defined plane
# Calculates the Yearly Average or Yearly Maximum Incident Radiation
#irrArr = []
#for h in range(8760): irrArr.append(srfIrradiance(plane,h,epwdata))
#maxIrr = max(irrArr) #Calculates Yearly Maximum Radiation
#avgIrr = (sum(irrArr))/(len(irrArr)) #Calculates Yearly Average Radiation
#print '{} Yearly Maximum Radiation w/m2'.format(maxIrr)
#print '{} Yearly Average Radiation w/m2'.format(avgIrr)
dateStart = "1/1"
dateEnd = "12/31"
dayStart = sg.calc_dayOfYear(dateStart)
dayEnd = sg.calc_dayOfYear(dateEnd)
startTime = 9
endTime = 18
envelope = sunEnvelope(plane, epwdata, dayStart, dayEnd, startTime,
endTime)
print "size of envelope = " + str(len(envelope))
#visualize results
#normalizedVal = maxIrr/1000 #sets a range of 0w/m2 -> 1000w/m2
normalizedVal = 0.5
colorA = Color.HSB(
0.75) #saturation and brightness of HSB colors default to 1.0
colorB = Color.HSB(
0.0) #saturation and brightness of HSB colors default to 1.0
color = Color.interpolate(colorA, colorB, normalizedVal)
plane.set_color(color)
plane.vec.length = normalizedVal * 10
outie.put([plane])
outie.put(envelope)
outie.draw()
def main():
"""a simple example of calculating solar incident radiation.
given a user-defined plane to evaluate, a hard-coded position,
and a EPW file that associates date/time with radiation level,
calculates the amount of radition striking the plane
and produces a simple visualization.
"""
outie = fp.make_out(fp.outies.Rhino, "solar incidence")
outie.set_color(Color(0.75))
# getting user input #
pathPrefix = ""
path = pathPrefix + "USA_CA_San.Francisco.Intl.AP.724940_TMY3.epw"
epwdata = epwData(path)
innie = fp.make_in(fp.innies.Rhino)
mymesh = innie.get_mesh()
# find the normals for each mesh face
normals = [
Ray(mymesh.face_centroid(i), mymesh.face_normal(i))
for i in range(len(mymesh.faces))
]
# setup our visualization
colorA = Color.HSB(
0.75) #saturation and brightness of HSB colors default to 1.0
colorB = Color.HSB(
0.0) #saturation and brightness of HSB colors default to 1.0
# Calculate the Yearly Average or Yearly Maximum Incident Radiation
# and Visualize Results
for normal in normals:
irrArr = []
for h in range(8760):
irrArr.append(srfIrradiance(normal, h, epwdata))
avgIrr = (sum(irrArr)) / (len(irrArr)
) #Calculates Yearly Average Radiation
maxIrr = max(irrArr) #Calculates Yearly Maximum Radiation
#print '{} Yearly Average Radiation w/m2'.format(avgIrr)
#visualize results
normalizedVal = maxIrr / 1000 #sets a range of 0w/m2 -> 1000w/m2
color = Color.interpolate(colorA, colorB, normalizedVal)
normal.set_color(color)
normal.vec.length = normalizedVal * 10
outie.put([normals])
outie.draw()
def main():
"""a simple example of a "component" tiling of a mesh surface.
given a mesh with only quad faces, we will generate a simple pyramid-like
component to take the place of each mesh face.
"""
outie = fp.make_out(fp.outies.Rhino, "component")
outie.set_color(Color.RGB(0.75, 0.5, 1.0))
# get user input
innie = fp.make_in(fp.innies.Rhino)
mymesh = innie.get_mesh()
# go through each mesh face, and construct a component for each face
for i in range(len(mymesh.faces)):
outie.put(pyramidComponent(mymesh, i, 2))
outie.draw()
def main():
"""a simple example of a "component" tiling of a mesh surface.
given a mesh with only quad faces, we will generate a simple pyramid-like
component to take the place of each mesh face.
"""
outie = fp.make_out(fp.outies.Rhino, "component")
outie.set_color(Color.RGB(0.75,0.5,1.0))
# get user input
innie = fp.make_in(fp.innies.Rhino)
mymesh = innie.get_mesh()
# go through each mesh face, and construct a component for each face
for i in range(len(mymesh.faces)):
outie.put(pyramidComponent(mymesh,i,2))
outie.draw()
def main():
"""a simple example of calculating solar incident radiation.
given a user-defined plane to evaluate, a hard-coded position,
and a EPW file that associates date/time with radiation level,
calculates the amount of radition striking the plane
and produces a simple visualization.
"""
outie = fp.make_out(fp.outies.Rhino, "solar incidence")
outie.set_color(Color(0.75))
# getting user input
epwdata = epwData("USA_CA_San.Francisco.Intl.AP.724940_TMY3.epw")
plane = Ray(Point(0, 0, 2), Vec(5, 2, 1)) #user-defined plane
day = sg.calc_dayOfYear(
"01/03") #day of the year to calculate solar incidence
hour = (24 * (day - 1)) + int(sg.calc_hourDecimal(
"14:00")) #hour of the day to calculate solar incidence
#Yearly Average
srfIrr = 0
for h in range(hour, hour + 1):
srfIrr = (srfIrradiance(plane, h, epwdata)) #/24
print srfIrr
#print srfIrr
#srfIrr = 0
#for irrVal in srfIrr:
# irrVal += srfIrr
# print irrVal
#for srfIrr in range(24):
#srfIrr += (srfIrradiance(plane,h,epwdata))/8760
print '{} total w/m2 for first 48 hours'.format(srfIrr)
#visualize results
colorA = Color.HSB(
0.0) #saturation and brightness of HSB colors default to 1.0
colorB = Color.HSB(
0.75) #saturation and brightness of HSB colors default to 1.0
color = Color.interpolate(colorA, colorB, srfIrr * .001)
plane.set_color(color)
plane.vec.length = srfIrr / 10
outie.put([plane])
outie.draw()
def main():
"""a simple example of calculating solar incident radiation.
given a user-defined plane to evaluate, a hard-coded position,
and a EPW file that associates date/time with radiation level,
calculates the amount of radition striking the plane
and produces a simple visualization.
"""
outie = fp.make_out(fp.outies.Rhino, "solar incidence")
outie.set_color(Color(0.75))
# getting user input #
pathPrefix = ""
path = pathPrefix + "USA_CA_San.Francisco.Intl.AP.724940_TMY3.epw"
epwdata = epwData(path)
innie = fp.make_in(fp.innies.Rhino)
mymesh = innie.get_mesh()
# find the normals for each mesh face
normals = [Ray(mymesh.face_centroid(i),mymesh.face_normal(i)) for i in range(len(mymesh.faces))]
# setup our visualization
colorA = Color.HSB(0.75) #saturation and brightness of HSB colors default to 1.0
colorB = Color.HSB(0.0) #saturation and brightness of HSB colors default to 1.0
# Calculate the Yearly Average or Yearly Maximum Incident Radiation
# and Visualize Results
for normal in normals:
irrArr = []
for h in range(8760): irrArr.append(srfIrradiance(normal,h,epwdata))
avgIrr = (sum(irrArr))/(len(irrArr)) #Calculates Yearly Average Radiation
maxIrr = max(irrArr) #Calculates Yearly Maximum Radiation
#print '{} Yearly Average Radiation w/m2'.format(avgIrr)
#visualize results
normalizedVal = maxIrr/1000 #sets a range of 0w/m2 -> 1000w/m2
color = Color.interpolate(colorA,colorB,normalizedVal)
normal.set_color(color)
normal.vec.length = normalizedVal * 10
outie.put([normals])
outie.draw()
def attractorTiling():
outie = fp.make_out(fp.outies.Rhino, "tiles")
attPt = Point(0.666,0.333)
maxRecursion = 6
baseDist = 0.9 # totally arbitrary
falloff = 1.2 # also totally arbitrary
def recurse(tiles,rlvl=0):
if rlvl >= maxRecursion : return tiles
moreTiles = []
for tile in tiles :
if attPt.distance(tile.centroid()) < baseDist/math.pow((rlvl+1),falloff) :
for t in recurse(tile.inflate(),rlvl+1) : moreTiles.append(t)
else : moreTiles.append(tile)
return moreTiles
tiles = recurse([pt.PwTile()])
print tiles
for tile in tiles :
if attPt.distance(tile.centroid()) < baseDist/2 : outie.put(tile.draw())
outie.draw()
def main():
"""a simple example of calculating solar incident radiation.
given a user-defined plane to evaluate, a hard-coded position,
and a EPW file that associates date/time with radiation level,
calculates the amount of radition striking the plane
and produces a simple visualization.
"""
outie = fp.make_out(fp.outies.Rhino, "solar incidence")
outie.set_color(Color(0.75))
# getting user input
epwdata = epwData("USA_CA_San.Francisco.Intl.AP.724940_TMY3.epw")
plane = Ray(Point(0,0,2), Vec(5,2,1)) #user-defined plane
day = sg.calc_dayOfYear("01/03") #day of the year to calculate solar incidence
hour = (24*(day-1))+int(sg.calc_hourDecimal("14:00")) #hour of the day to calculate solar incidence
#Yearly Average
srfIrr = 0
for h in range(hour, hour+1):
srfIrr = (srfIrradiance(plane,h,epwdata))#/24
print srfIrr
#print srfIrr
#srfIrr = 0
#for irrVal in srfIrr:
# irrVal += srfIrr
# print irrVal
#for srfIrr in range(24):
#srfIrr += (srfIrradiance(plane,h,epwdata))/8760
print '{} total w/m2 for first 48 hours'.format(srfIrr)
#visualize results
colorA = Color.HSB(0.0) #saturation and brightness of HSB colors default to 1.0
colorB = Color.HSB(0.75) #saturation and brightness of HSB colors default to 1.0
color = Color.interpolate(colorA,colorB,srfIrr*.001)
plane.set_color(color)
plane.vec.length = srfIrr/10
outie.put([plane])
outie.draw()
def main():
"""a simple example of calculating solar incident radiation.
given a user-defined plane to evaluate, and hard-coded position, date/time and radiation level,
calculates the amount of radition striking the plane
and produces a simple visualization.
"""
outie = fp.make_out(fp.outies.Rhino, "solar incidence")
outie.set_color(Color(0.75))
# getting user input
lat,long,tmz = 40.75,-73.5,-5.0 #global position
plane = Ray(Point(0,0,0), Vec(5,2,1)) #user-defined plane
date,hour = "05/16", "12:00" #hard-coded date/time
radiation = 1000 #user-defined solar intensity (direct normal)
#calculate the solar vector
day = sg.calc_dayOfYear(date)
hour = sg.calc_hourDecimal(hour)
sunvec = sg.calc_sunVector(lat, long, tmz, day, hour)
#find the angle between our plane and the sun direction
incidenceAngle = sunvec.angle(plane.vec)
if incidenceAngle > math.pi/2 or radiation == 0:
#if the sun is behind our plane then no radiation is possible
print "Solar Incidence on the Surface = 0"
return
else :
#calculate the amout of radition striking our surface
srfIrr = radiation * math.cos(incidenceAngle)
print "srfIrr = {}".format(srfIrr)
#visualize results
colorA = Color.HSB(0.75) #saturation and brightness of HSB colors default to 1.0
colorB = Color.HSB(0.0) #saturation and brightness of HSB colors default to 1.0
color = Color.interpolate(colorA,colorB,srfIrr/100)
plane.set_color(color) #assign HSB color to user-defined plane
plane.vec.length = srfIrr/10 #scale the vector to a length proportional to the surface irradiance
outie.put([plane,sunvec])
outie.draw()
import fieldpack as fp
from fieldpack import *
import math
TOL = 1e-9
outie = fp.make_out(fp.outies.Rhino, "delaunay2Dtest")
class Triangle():
def __init__(self, v, f):
self._vert = v
self._face = f # ordered in a counterclockwise manner
def vert(self): return self._vert
def face(self): return self._face
def circumcenter(self):
x1 = self._vert[0].x
y1 = self._vert[0].y
x2 = self._vert[1].x
y2 = self._vert[1].y
x3 = self._vert[2].x
y3 = self._vert[2].y
if math.fabs(y2-y1) < TOL:
m2 = -(x3 - x2) / (y3 - y2)
mx2 = (x2 + x3) / 2
my2 = (y2 + y3) / 2
xc = (x2 + x1) / 2
yc = m2 * (xc - mx2) + my2
elif math.fabs(y3-y2) < TOL:
import fieldpack as fp
from fieldpack import *
import fieldpack.extensions.danzerTile as dt
maxRecursion = 5
def recurse(tiles,rlvl=0):
if rlvl < maxRecursion :
return [recurse(tile.inflate(),rlvl+1) for tile in tiles]
else :
#for tile in tiles : outie.put(tile.draw())
return [tile.draw() for tile in tiles]
outie = fp.make_out(fp.outies.Rhino, "tiles")
outie.put( recurse([dt.DzTileK()]) )
outie.draw()
tk = DzTileK(xf=xform, rlvl=0)
out_0.put(tk.draw())
inflt1 = tk.inflate()
for tile in inflt1:
out_1.put(tile.draw())
inflt2 = tile.inflate()
for tile in inflt2:
out_2.put(tile.draw())
# Here we check to see if this file is being executed as the "main" python
# script instead of being used as a module by some other python script
# This allows us to use the module which ever way we want.
if __name__ == '__main__':
out_0 = fp.make_out(fp.outies.Rhino, "0")
out_0.set_color(0, 0, 0)
out_0.iconscale = 0.2
out_1 = fp.make_out(fp.outies.Rhino, "1")
out_1.set_color(0.5, 0.5, 1.0)
out_1.iconscale = 0.1
out_2 = fp.make_out(fp.outies.Rhino, "2")
out_2.set_color(1.0, 0.5, 1.0)
out_2.iconscale = 0.05
#DanzerAxiom()
inflationB(out_0, out_1, out_2)
#inflationK(out_0,out_1,out_2)
import fieldpack as fp
from fieldpack import *
import math
import sys
import getopt
TOLERANCE = 1e-9
BIG_FLOAT = 1e38
outie = fp.make_out(fp.outies.Rhino, "delaunay-fortune")
#------------------------------------------------------------------
class Context( object ):
def __init__(self):
self.doPrint = 0
self.debug = 0
self.plot = 0
self.triangulate = False
self.vertices = [] # list of vertex 2-tuples: (x,y)
self.lines = [] # equation of line 3-tuple (a b c), for the equation of the line a*x+b*y = c
self.edges = [] # edge 3-tuple: (line index, vertex 1 index, vertex 2 index) if either vertex index is -1, the edge extends to infiinity
self.triangles = [] # 3-tuple of vertex indices
# self.extra_edges = [] # list of additional vertex 2-tubles (x,y) based on bounded voronoi tesselation
# self.set_bounds(None)
# self.use_bound = False
self.xmin = self.ymin = self.xmax = self.ymax = None
def circle(self,x,y,rad):
pass
def clip_line(self,edge,lid,rid):
pass
def main():
"""a simple example of calculating solar incident radiation.
given a user-defined plane to evaluate, a hard-coded position,
and a EPW file that associates date/time with radiation level,
calculates the amount of radition striking the plane
and produces a simple visualization.
"""
outie = fp.make_out(fp.outies.Rhino, "solar incidence")
outie.set_color(Color(0.75))
# getting user input
pathPrefix = ""
path = pathPrefix + "USA_CA_San.Francisco.Intl.AP.724940_TMY3.epw"
epwdata = epwData(path)
innie = fp.make_in(fp.innies.Rhino)
mymesh = innie.get_mesh()
# find the normals for each mesh face
normals = [Ray(mymesh.face_centroid(i), mymesh.face_normal(i)) for i in range(len(mymesh.faces))]
meshNormal = [(mymesh.face_normal(i)) for i in range(len(mymesh.faces))]
meshCentroid = [(mymesh.face_centroid(i)) for i in range(len(mymesh.faces))]
# meshVerts = [(mymesh.face_verts(i)) for i in range(len(mymesh.faces))]
# print meshVerts
for normal in meshNormal:
# midPt = []
for centroid in meshCentroid:
# midPt.append(centroid + normal)
p0 = centroid + normal
print p0
# for i in range(len(mymesh.faces)):
# meshCentroid = mymesh.face_centroid(i)
# for i in range(len(mymesh.faces)):
# meshNormal = mymesh.face_normal(i)
# p0 = meshCentroid + meshNormal
for i in range(len(mymesh.faces)):
meshVerts = mymesh.face_verts(i)
meshPts = meshVerts[:]
# print meshPts
meshPts[0:0] = [p0]
# print meshPts
m1 = [meshPts[0], meshPts[1], meshPts[2]]
m2 = [meshPts[0], meshPts[2], meshPts[3]]
m3 = [meshPts[0], meshPts[3], meshPts[4]]
m4 = [meshPts[0], meshPts[1], meshPts[4]]
meshModule = [(Mesh(m1, (0, 1, 2))), (Mesh(m2, (0, 2, 3))), (Mesh(m3, (0, 3, 4))), (Mesh(m4, (0, 1, 4)))]
print meshModule
# for n in meshCentroid:
# print n
# for i in range(len(mymesh.faces)):
# meshVerts = mymesh.face_verts(i)
# for vert in meshVerts:
# pLine = Line(vert, n)
# print vert
# pirLine = Line(vert, n)
# print pLine
# p1 = Point(normals)
# print p1
#####Rhinoscript
# mesh = rs.GetObject('Select Mesh')
# verts, norms, centroid = rs.MeshVertices(mesh), rs.MeshFaceNormals(mesh), rs.MeshFaceCenters(mesh)
# print norms
# for norm in norms:
# for v in verts:
# for c in norms:
# rs.AddLine(v, c)
# setup our visualization
colorA = Color.HSB(0.75) # saturation and brightness of HSB colors default to 1.0
colorB = Color.HSB(0.0) # saturation and brightness of HSB colors default to 1.0
# Calculate the Yearly Average or Yearly Maximum Incident Radiation
# and Visualize Results
for normal in normals:
irrArr = []
for h in range(48):
irrArr.append(srfIrradiance(normal, h, epwdata))
avgIrr = (sum(irrArr)) / (len(irrArr)) # Calculates Yearly Average Radiation
print "{} Yearly Average Radiation w/m2".format(avgIrr)
# visualize results
normalizedVal = avgIrr / 1000 # sets a range of 0w/m2 -> 1000w/m2
color = Color.interpolate(colorA, colorB, normalizedVal)
normal.set_color(color)
normal.vec.length = normalizedVal * 10
outie.put([normals, p0])
outie.draw()
xform = Xform.rotation(center=Point(0,1), angle=math.pi/2, axis=Vec(0,0,1))
tk = DzTileK(xf=xform,rlvl=0)
out_0.put(tk.draw())
inflt1 = tk.inflate()
for tile in inflt1 :
out_1.put(tile.draw())
inflt2 = tile.inflate()
for tile in inflt2 : out_2.put(tile.draw())
# Here we check to see if this file is being executed as the "main" python
# script instead of being used as a module by some other python script
# This allows us to use the module which ever way we want.
if __name__ == '__main__' :
out_0 = fp.make_out(fp.outies.Rhino, "0")
out_0.set_color(0,0,0)
out_0.iconscale = 0.2
out_1 = fp.make_out(fp.outies.Rhino, "1")
out_1.set_color(0.5,0.5,1.0)
out_1.iconscale = 0.1
out_2 = fp.make_out(fp.outies.Rhino, "2")
out_2.set_color(1.0,0.5,1.0)
out_2.iconscale = 0.05
#DanzerAxiom()
inflationB(out_0,out_1,out_2)
#inflationK(out_0,out_1,out_2)
def main():
"""a simple example of calculating solar incident radiation.
given a user-defined plane to evaluate, a hard-coded position,
and a EPW file that associates date/time with radiation level,
calculates the amount of radition striking the plane
and produces a simple visualization.
"""
outie = fp.make_out(fp.outies.Rhino, "solar incidence")
outie.set_color(Color(0.75))
# getting user input
pathPrefix = ""
path = pathPrefix + "USA_CA_San.Francisco.Intl.AP.724940_TMY3.epw"
epwdata = epwData(path)
innie = fp.make_in(fp.innies.Rhino)
mymesh = innie.get_mesh()
# find the normals for each mesh face
normals = [
Ray(mymesh.face_centroid(i), mymesh.face_normal(i))
for i in range(len(mymesh.faces))
]
meshNormal = [(mymesh.face_normal(i)) for i in range(len(mymesh.faces))]
meshCentroid = [(mymesh.face_centroid(i))
for i in range(len(mymesh.faces))]
#meshVerts = [(mymesh.face_verts(i)) for i in range(len(mymesh.faces))]
#print meshVerts
for normal in meshNormal:
#midPt = []
for centroid in meshCentroid:
#midPt.append(centroid + normal)
p0 = centroid + normal
print p0
#for i in range(len(mymesh.faces)):
#meshCentroid = mymesh.face_centroid(i)
#for i in range(len(mymesh.faces)):
#meshNormal = mymesh.face_normal(i)
#p0 = meshCentroid + meshNormal
for i in range(len(mymesh.faces)):
meshVerts = mymesh.face_verts(i)
meshPts = meshVerts[:]
#print meshPts
meshPts[0:0] = [p0]
#print meshPts
m1 = [meshPts[0], meshPts[1], meshPts[2]]
m2 = [meshPts[0], meshPts[2], meshPts[3]]
m3 = [meshPts[0], meshPts[3], meshPts[4]]
m4 = [meshPts[0], meshPts[1], meshPts[4]]
meshModule = [(Mesh(m1, (0, 1, 2))), (Mesh(m2, (0, 2, 3))),
(Mesh(m3, (0, 3, 4))), (Mesh(m4, (0, 1, 4)))]
print meshModule
#for n in meshCentroid:
#print n
#for i in range(len(mymesh.faces)):
#meshVerts = mymesh.face_verts(i)
#for vert in meshVerts:
#pLine = Line(vert, n)
#print vert
#pirLine = Line(vert, n)
#print pLine
#p1 = Point(normals)
#print p1
#####Rhinoscript
#mesh = rs.GetObject('Select Mesh')
#verts, norms, centroid = rs.MeshVertices(mesh), rs.MeshFaceNormals(mesh), rs.MeshFaceCenters(mesh)
#print norms
#for norm in norms:
#for v in verts:
#for c in norms:
#rs.AddLine(v, c)
# setup our visualization
colorA = Color.HSB(
0.75) #saturation and brightness of HSB colors default to 1.0
colorB = Color.HSB(
0.0) #saturation and brightness of HSB colors default to 1.0
# Calculate the Yearly Average or Yearly Maximum Incident Radiation
# and Visualize Results
for normal in normals:
irrArr = []
for h in range(48):
irrArr.append(srfIrradiance(normal, h, epwdata))
avgIrr = (sum(irrArr)) / (len(irrArr)
) #Calculates Yearly Average Radiation
print '{} Yearly Average Radiation w/m2'.format(avgIrr)
#visualize results
normalizedVal = avgIrr / 1000 #sets a range of 0w/m2 -> 1000w/m2
color = Color.interpolate(colorA, colorB, normalizedVal)
normal.set_color(color)
normal.vec.length = normalizedVal * 10
outie.put([
normals,
p0,
])
outie.draw()
import fieldpack as fp
from fieldpack import *
import math
import sys
import getopt
TOLERANCE = 1e-9
BIG_FLOAT = 1e38
outie = fp.make_out(fp.outies.Rhino, "delaunay-fortune")
#------------------------------------------------------------------
class Context(object):
def __init__(self):
self.doPrint = 0
self.debug = 0
self.plot = 0
self.triangulate = False
self.vertices = [] # list of vertex 2-tuples: (x,y)
self.lines = [
] # equation of line 3-tuple (a b c), for the equation of the line a*x+b*y = c
self.edges = [
] # edge 3-tuple: (line index, vertex 1 index, vertex 2 index) if either vertex index is -1, the edge extends to infiinity
self.triangles = [] # 3-tuple of vertex indices
# self.extra_edges = [] # list of additional vertex 2-tubles (x,y) based on bounded voronoi tesselation
# self.set_bounds(None)
# self.use_bound = False
self.xmin = self.ymin = self.xmax = self.ymax = None
def circle(self, x, y, rad):
pass
