Returns a point at the specified distance along the poly, and a vector tangent to the poly at that point.
FUNCTION PointAlongPoly(
h : HANDLE;
dist : REAL;
VAR pt : VECTOR;
VAR tangent : VECTOR): BOOLEAN;def vs.PointAlongPoly(h, dist):
return (BOOLEAN, pt, tangent)| Name | Type | Description |
|---|---|---|
| h | HANDLE | |
| dist | REAL | |
| pt | VECTOR | |
| tangent | VECTOR |
(_c_, 2022.01.18) In Vectorscript Python this returns a tuple with 3 items ( 0, 0, 0 ). This is relevant for usage in routines such as [Vec2Ang ](Vec2Ang .md), returning wrong values if the tuple is only bidimensional.
==== Pascal ====
PROCEDURE Test;
VAR
polyObj : HANDLE;
dist : REAL;
p, tangentVec : VECTOR;
BEGIN
polyObj := FSActLayer;
IF polyObj = NIL THEN
AlrtDialog( 'Select a polygon' )
ELSE BEGIN
dist := 1m;
IF PointAlongPoly( polyObj, dist, p, tangentVec ) THEN
Locus( p.x, p.y );
END;
END;
Run(Test);def Str2Num( inStr ):
ok, num = vs.ValidNumStr( inStr )
if ok:
return num
else:
return 0
polyObj = vs.FSActLayer()
if polyObj == vs.Handle():
vs.AlrtDialog( 'Select a polygon' )
else:
dist = Str2Num( '1m' ) # convert string to dim
ok, p, tangentVec = vs.PointAlongPoly( polyObj, dist )
if ok:
vs.Locus( p )
vs.AlrtDialog( str( len(p)) ) # return a tuple with 3 itemsVS Functions:
Availability: from Vectorworks 2014