############################ ### diag @ IAM @ DM2_w25 ### ### hu_03 setUp_ver01 ### see examples @ DM2_w23 hu_03 ! ############################ ############################## import rhinoscriptsyntax as rs import random, time, sys ### sys.path.append("P:/") ### ### diag's path to DM_lib.py .. please keep it ! sys.path.append("C:/Verena/3. Semester/DM2/3. HUE- Uebung/")### *your* path to DM_lib.py import DM_lib as dm ### ### "dm" is alias for DM_lib / for adressing definitions etc in "DM_lib.py" ############################## reload( dm ) rs.ShowGrid(show=0) rs.ShowGridAxes(show=1) rs.ViewDisplayMode(mode="Wireframe") rs.AppearanceColor(item=0, color=[222, 222, 22]) ### item=0 => backgroundColor [R,G,B] rs.UnitSystem(unit_system=3) ### 2..mm / 3..cm / 4..m etc >> printDisplay scale ! dm.PointRadius(displayModeX=0, rad=2, styl=3) ### displayModeX=0="Wireframe" / rad=size of points / styl=pointStyle (try 0..5) / default 3, 3 dm.printDisplay(state=1, scale=1, thickness=1, color="Display") ### state=0/1 = off/on / for showing printWidth etc << UnitSystem rs.EnableRedraw(0) dm.eAA() ### erase Absolutly All - includes locked, hidden etc objects ### BASIC SETUP / mandatory input / dm.setUp_hu_03(..): ### arguments @ dm.setUp_hu_03(..): ### allInOne 0: coords of slices / faces / edges / meridians etc in *separate* (sub_)lists ### allInOne 1: all cube_coords and all sphere_coords in *jeweils* 1 (one !) list ### what = "A" : A.ll coords ### what = "E" : E.dge's coords of cube / meridians of sphere / in 12 separate lists ### what = "F" : F.ace's coords of cube / meridians of sphere / in 6 separate lists ### all other : arguments/defaults as defined @ library allInOne = 1 ### DEFAULT arguments: ### allCoords = dm.setUp_hu_03(edge_len=random.uniform(8,16), anz_pts=random.randint(8,16), what="A", angle=random.uniform(-360, 360), axe=dm.randVec(), pos=[0,0,random.uniform(8,16)], allInOne=allInOne, verbose=1) allCoords = dm.setUp_hu_03(edge_len=random.uniform(8,16), anz_pts=random.randint(8,16), what="A", angle=random.uniform(-360, 360), axe=dm.randVec(), pos=[0,0,random.uniform(8,16)], allInOne=allInOne, verbose=1) ### here YOU mite set YOUR favorite arguments: #allCoords = dm.setUp_hu_03(edge_len=10, anz_pts=5, what="f", angle=random.uniform(-360, 360)*0, axe=randVec(), pos=[0,0,10], allInOne=allInOne, verbose=1) ######################## dont't touch coordsSph = allCoords[0] coordsCub = allCoords[1] ######################## # das setup erzeugt zwei mengen von punkten ''' ' check setup - just visualization of setUp >> dont execute @ final version of homework << ' ''' if 0: if allInOne == 0: pts = rs.AddPoints( coordsSph ) # coordsSph ist fuer Punkte die zu einer spherischen form gehoeren rs.AddGroup("sph"), rs.AddObjectsToGroup(pts, "sph") rs.ObjectColor( pts, [255,200,000]) pts = rs.AddPoints( coordsCub ) rs.AddGroup("cub"), rs.AddObjectsToGroup(pts, "cub") rs.ObjectColor( pts, [100,200,255]) else: # coordsCub ist fuer Punkte die zu einer kubischen Form gehoeren for i,coords in enumerate(coordsCub): pts = rs.AddPoints( coords ) rs.AddGroup("cub"+str(i)), rs.AddObjectsToGroup(pts, "cub"+str(i)) rs.ObjectColor(pts, [10*random.randint(1,25), 10*random.randint(1,25), 10*random.randint(1,25)] ) if len(coordsSph) < 7: for i, coords in enumerate(coordsSph): pts = rs.AddPoints( coords ) rs.AddGroup("sph"+str(i)), rs.AddObjectsToGroup(pts, "sph"+str(i)) rs.ObjectColor(pts, [10*random.randint(15,20), 10*random.randint(15,20), 10*random.randint(1,10)] ) if len(coordsSph) > 6: pts = rs.AddPoints( coordsSph ) rs.AddGroup("sph"), rs.AddObjectsToGroup(pts, "sph") rs.ObjectColor(pts, [10*random.randint(15,20), 10*random.randint(15,20), 10*random.randint(2,2)] ) # es entsteht ein gelblicher kreis und ein blauer wuerfel # meine ausgangssituation ''' ' end check setup ' ''' ####################################### ################ HERE YOU GO AS YOU GO: # beziehung von kreis und wuerfel # definieren von farben rs.ViewDisplayMode(mode = "Wireframe") dm.printDisplay(state=1, scale=1, thickness=2, color = "Display") color_cube = [0, 120, 255] #blau color_sphere = [0, 255, 100] #gruen color_lines = [255, 150, 100] #rosa color_mix = [255, 255, 120] #gelb # punkte verschieben coordsCub_shifted = [[x, y, z - 20] for x, y, z in coordsCub] #wuerfel nach unten coordsSph_shifted = [[x, y, z + 20] for x, y, z in coordsSph] #kugel nach unten # punkte zeichnen verschoben wuerfel pts_cub = rs.AddPoints(coordsCub_shifted) rs.ObjectColor(pts_cub, color_cube) rs.AddGroup("mycube"), rs.AddObjectsToGroup(pts_cub, "myCube") #punkte einzeichnen kugel verschoben pts_sph = rs.AddPoints(coordsSph_shifted) rs.ObjectColor(pts_sph, color_sphere) rs.AddGroup("mySphere"), rs.AddObjectsToGroup(pts_sph, "mysphere") #verbindungen bzw verbindungslinien zwischen cube und sphere fuer mehr struktur anz = min(len(coordsCub_shifted), len(coordsSph_shifted)) for i in range(anz): line = rs.AddLine(coordsCub_shifted[i], coordsSph_shifted[i]) rs.ObjectColor(line, color_lines) rs.ObjectPrintColor(line, color_lines) #erzwingt die anzeige der farbei bei befehl printDisplay linien farbig sichtbar # bessere struktur kurve aus jedem zweiten cube punkt if len(coordsCub_shifted) > 4: mid_points = coordsCub_shifted[::2] #jeder zweite punkt curve = rs.AddInterpCurve(mid_points, degree=2) rs.ObjectColor(curve, color_lines) rs.ObjectPrintColor(curve, color_lines) ### zwischenpunkte mix_pts = [] for i in range(anz): x1, y1, z1 = coordsCub_shifted[i] x2, y2, z2 = coordsSph_shifted[i] # punkte zwischen cube und sphere mittelwerte dafuer formeln mit x y z mix = [(x1 + x2) / 2, (y1 + y2) / 2, (z1 + z2) / 2] mix_pts.append(mix) pts_mix = rs.AddPoints(mix_pts) rs.ObjectColor(pts_mix, color_mix) rs.AddGroup("mix"), rs.AddObjectsToGroup(pts_mix, "mix") ################# #dm.eDup( 1 ) # ansicht anpassen leichter zoom dm.zA( 0.9 ) ### zoom all minus 0.9