VIEW(BeltTower)
# =======================================
# Fabric
# =======================================
print "Started to construct the final UNION."
Fabric = STRUCT(
PLASM_T(3)(
(RAISE(PLASM_NDIFF)(BasementHeight)))(Basement), Steps, FirstFloor,
PLASM_T(3)(FirstFloorHeight)(Kernel), FirstColumnRing,
PLASM_T(3)((RAISE(PLASM_NDIFF)([FirstFloorHeight,
(0.095 * ScaleFactor)]))), Terrace,
(COMP([PLASM_STRUCT, DOUBLE_DIESIS(5)
]))([SecondColumnRing,
PLASM_T(3)((WallHeight / 5.0)), Terrace]),
PLASM_T(3)(WallHeight), TowerCap, TopTower,
PLASM_T(3)((RAISE(PLASM_NDIFF)([MAX(3)(TowerCap), 0.3]))), BeltTower)
out = Fabric
#Plasm.save(out,':models/pisa.hpc.gz')
print "Pisa evaluated in", time.clock() - start, "seconds."
VIEW(out)
# STL output:
import plasm_stl
filename = "pisa.stl"
plasm_stl.toSTL(out, filename)
print "STL file written to", filename
FirstFloor, PLASM_T(3)(FirstFloorHeight)(Kernel), FirstColumnRing, PLASM_T(3)((RAISE(PLASM_NDIFF)([FirstFloorHeight, (0.095*ScaleFactor)]))), Terrace, ( COMP([PLASM_STRUCT, DOUBLE_DIESIS(5)]))([ SecondColumnRing, PLASM_T(3)((WallHeight/5.0)), Terrace ]), PLASM_T(3)(WallHeight), TowerCap, TopTower, PLASM_T(3)((RAISE(PLASM_NDIFF)([MAX(3)(TowerCap),0.3]))), BeltTower ) out = Fabric #Plasm.save(out,':models/pisa.hpc.gz') print "Pisa evaluated in", time.clock() - start, "seconds." VIEW(out) # STL output: import plasm_stl filename = "pisa.stl" plasm_stl.toSTL(out, filename) print "STL file written to", filename
Rin = 0.08 bt = 0.005 cyl_inner = CYLINDER(Rin, Hout, 128) cyl_inner = T(cyl_inner, 0, 0, bt) # Subtract inner cylinder from outer: out = DIFF(cyl_outer, cyl_inner) # Tiny cylinder to cut off the radiuses: Rtiny = 0.02 Htiny = 2 * Rout + 0.02 cyl = CYLINDER(Rtiny, Htiny) # Lay the first cylinder horizontall over the ashtray: cyl1 = T(cyl, 0, 0, -Htiny/2.) cyl1 = R(cyl1, 2, PI/2) cyl1 = T(cyl1, 0, 0, Rtiny + Hout/2.0) # Just rotate by 90 degrees about the z axis: cyl2 = R(cyl1, 3, PI/2) # Cutting off the radiuses at once out = DIFF(out, cyl1, cyl2) # Display the result: VIEW(out) # STL output: import plasm_stl plasm_stl.toSTL(out)
bt = 0.005 cyl_inner = CYLINDER(Rin, Hout, 128) cyl_inner = T(cyl_inner, 0, 0, bt) # Subtract inner cylinder from outer: out = DIFF(cyl_outer, cyl_inner) # Tiny cylinder to cut off the radiuses: Rtiny = 0.02 Htiny = 2 * Rout + 0.02 cyl = CYLINDER(Rtiny, Htiny) # Lay the first cylinder horizontall over the ashtray: cyl1 = T(cyl, 0, 0, -Htiny / 2.) cyl1 = R(cyl1, 2, PI / 2) cyl1 = T(cyl1, 0, 0, Rtiny + Hout / 2.0) # Just rotate by 90 degrees about the z axis: cyl2 = R(cyl1, 3, PI / 2) # Cutting off the radiuses at once out = DIFF(out, cyl1, cyl2) # Display the result: VIEW(out) # STL output: import plasm_stl plasm_stl.toSTL(out)
from pyplasm import * # Create a cube of size 2: c = CUBE(2) # Create a cylinder of radius 0.75 and height 4: cyl = CYLINDER(0.75, 4) # Translate the cube by -1 in each axial direction: c = T(c, -1, -1, -1) # Translate the cylinder by -2 in the z-direction: cyl = T(cyl, 0, 0, -2) # Subtract cylinder from the cube: c = DIFF(c, cyl) # Rotate the cylinder by 90 degrees about the x-axis: cyl = R(cyl, 1, PI/2) # Subtract the cylinder from the cube: c = DIFF(c, cyl) # Rotate the cylinder by 90 degrees about the z-axis: cyl = R(cyl, 3, PI/2) # Subtract the cylinder from the cube: c = DIFF(c, cyl) # View the result. VIEW(c) # STL output: import plasm_stl filename = "drilled-cube.stl" plasm_stl.toSTL(c, filename) print "STL file written to", filename
