# 2)split the starting and ending point lists stPtsSplit = stPts[1:] endPtsSplit = endPts[1:] # 3)create lines from previous end points lines1 = [] lines2 = [] for i in range(len(stPtsSplit)): line1 = rs.AddLine(stPts[i],stPtsSplit[i]) lines1.append(line1) line2 = ...
1、犀牛grasshopper运算器名称解释params参数geometry几何体box:立方体brep:边界表现形式circle:圆circular arc:圆弧curve:曲线geometry:几何line:线mesh:网格面plane:平面point:点surface:表面twisted box:扭曲的立方体vector:矢量primitive:数据元素boolean:布尔型colour: argb 色彩data:数据data path:数据分支integer:整型...
Y轴向量Line+Line:通过两条线定义一个平面输入端AB:输入AB两条线段平面原点坐标是优先辨认A线段的起始端点作为原点Line+Pt:通过一条线段和点来定义一个平面输入端L:输入线段输入端P:输入点Plane3Pt:通过三个点定义平面输入端ABC:分别输入三个点PlaneFit:通过一系列点找到最合适平面输入端P:点群输出端PI;平面输出...
rk],n,弧,弧形物】 Line:输入直线数据 【美[la?n]】 Rectangle:输入网格数据 【美[rekt??ɡl],n,矩形】 Box:输入实体盒子数据 【美[bɑ?ks]】 Mesh:输入mesh面数据,即网格面数据 【美[me?],n.网状物】 Surface:输入曲面数据,为poly曲面,不可输入mesh曲面 【美[s??rf?s] n.表面,外表】 Brep:...
Move your mouse cursor to the left side of any script line and click to add a Breakpoint:The Breakpoints tray at the bottom will show all the breakpoints, and will provide buttons to Enabled/Disable or Clear them:Use the Toggle button to activate or deactivate the breakpoints. Deactivated ...
Line:线 Mesh:网格面 Plane:平面 Point:点 Surface:表面 Twisted box:扭曲的立方体 Vector:矢量 Primitive:数据元素 Boolean:布尔型 Colour: ARGB 色彩 Data:数据 Data Path:数据分支 Integer:整型 Interval:区间 Interval2:二维区间 Number:双精度型浮点数 ...
rk],n,弧,弧形物】 Line:输入直线数据 【美[la?n]】 Rectangle:输入网格数据 【美[rekt??ɡl],n,矩形】 Box:输入实体盒子数据 【美[bɑ?ks]】 Mesh:输入mesh面数据,即网格面数据 【美[me?],n.网状物】 Surface:输入曲面数据,为poly曲面,不可输入mesh曲面 【美[s??rf?s] n.表面,外表】 Brep:...
Point Cloud Contour(PC Contour) Create a series of planar curves by intersecting planes with a cloud of points Brep | Plane(Sec) Solve intersection events for a Brep and a plane (otherwise known as section). Brep | Line(BLX) Solve intersection events for a Brep and a line. ...
All I need to put it back is a giant textfile with one image url per line. We might be able to crowdsource it if you want. I really liked having lolcats available on the canvas, but completely understand the volatility of cat image sources on the web. I could start a thread on the...
A grasshopper is jumping on a number line and starts at its home at zero (i.e., the “origin”). Its first jump will be length 1/2, its second jump will be length 1/4, its third jump will be length 1/8 and so on. (To make this explicit, itsNth jump will be length 1/2N...