I experimented with method of finding central curve between two curves.
I used rolling circle approach.
But cannot realize how to build path from or convert my code to function.
// OpenSCAD script
include <BOSL2/std.scad>
include <BOSL2/paths.scad>
path1_ = turtle([
"setdir",[ 0.9999628439258978 , 0.008620369344191262 ],
"move", 131.61920759666071 ,
"arcright", 457.311530035779 , 11.113083250909 ,
"arcright", 230.376137082125 , 10.956953223018004 ,
"arcright", 160.66912568929 , 18.450652801659984
]);
path2_ = turtle([
//"setdir",[ 0.008144659602120722 , -0.9999668317099151 ],
//"move", 69.65338256607936 ,
"setdir",[ 0.9999457509425375 , 0.01041610157231193 ],
"move", 54.46405137254055 ,
"arcright", 550.553241146635 , 12.694511790404007 ,
"arcright", 180.059997747103 , 14.684664978003 ,
"arcright", 44.239827893159 , 26.04640755017499 ,
"setdir",[ 0.6041990084225062 , -0.7968334570167472 ],
"move", 9.584902834836015 ,
],state=[0,-69.65338256607936]);
n=30;
path1 = resample_path(path1_, n=n,closed=false);
path2 = resample_path(path2_, n=n,closed=false);
stroke(path1);
stroke(path2);
centers=(path2+path1)/2;
stroke(centers); // rough method
normals = path_normals(path1,closed=false);
for(j=[0:len(normals)-1]){
for (r=[1:0.5:60]){
pt = path1[j]+normals[j]*r;
closest = path_closest_point(path2, pt);
delta=path_length([path1[j],pt])- path_length([closest[1],pt]);
if (abs(delta)<0.5){
color("blue") translate(pt) circle(d=2, $fn=12);
;}
}
}
//a=[];
//function cnt(a)=[
// for(j=[0:len(normals)-1])
// for (r=[1:0.5:60]){
// pt = path1[j]+normals[j]*r;
// closest = path_closest_point(path2, pt);
// delta=path_length([path1[j],pt])- path_length([closest[1],pt]);
// a=abs(delta)<0.5?pt:[];
// }
// }
//];
I experimented with method of finding central curve between two curves.\
I used rolling circle approach.\
But cannot realize how to build path from or convert my code to function.
```
// OpenSCAD script
```
```
include <BOSL2/std.scad>
```
```
include <BOSL2/paths.scad>
```
```
path1_ = turtle([
```
```
"setdir",[ 0.9999628439258978 , 0.008620369344191262 ],
```
```
"move", 131.61920759666071 ,
```
```
"arcright", 457.311530035779 , 11.113083250909 ,
```
```
"arcright", 230.376137082125 , 10.956953223018004 ,
```
```
"arcright", 160.66912568929 , 18.450652801659984
```
```
]);
```
```
path2_ = turtle([
```
```
//"setdir",[ 0.008144659602120722 , -0.9999668317099151 ],
```
```
//"move", 69.65338256607936 ,
```
```
"setdir",[ 0.9999457509425375 , 0.01041610157231193 ],
```
```
"move", 54.46405137254055 ,
```
```
"arcright", 550.553241146635 , 12.694511790404007 ,
```
```
"arcright", 180.059997747103 , 14.684664978003 ,
```
```
"arcright", 44.239827893159 , 26.04640755017499 ,
```
```
"setdir",[ 0.6041990084225062 , -0.7968334570167472 ],
```
```
"move", 9.584902834836015 ,
```
```
],state=[0,-69.65338256607936]);
```
```
n=30;
```
```
path1 = resample_path(path1_, n=n,closed=false);
```
```
path2 = resample_path(path2_, n=n,closed=false);
```
```
stroke(path1);
```
```
stroke(path2);
```
```
centers=(path2+path1)/2;
```
```
stroke(centers); // rough method
```
```
normals = path_normals(path1,closed=false);
```
```
for(j=[0:len(normals)-1]){
```
```
for (r=[1:0.5:60]){
```
```
pt = path1[j]+normals[j]*r;
```
```
closest = path_closest_point(path2, pt);
```
```
delta=path_length([path1[j],pt])- path_length([closest[1],pt]);
```
```
if (abs(delta)<0.5){
```
```
color("blue") translate(pt) circle(d=2, $fn=12);
```
```
;}
```
```
}
```
```
}
```
```
//a=[];
```
```
//function cnt(a)=[
```
```
// for(j=[0:len(normals)-1])
```
```
// for (r=[1:0.5:60]){
```
```
// pt = path1[j]+normals[j]*r;
```
```
// closest = path_closest_point(path2, pt);
```
```
// delta=path_length([path1[j],pt])- path_length([closest[1],pt]);
```
```
// a=abs(delta)<0.5?pt:[];
```
```
// }
```
```
// }
```
```
//];
```
