Smooth curve based on curvature threshold

[bobbybob]

Hi.

I have a curve that has one sharp bend. I want to smooth/relax the bend, without smoothing the rest of the curve in a procedural way. Is it possible somehow to smooth the curve based on curvature.

The two images show how the curve is now, and how I could like the sharp edge to look (correct)

curve_example.hip

[Librarian]

Resample Sop- resample by Polygons Edge-Maximum Segments- Treat Polygons As Subdivision Curves
@bobbybob Sorry for the quick response earlier 
Maybe This Also Can by Useful ! Who Knows

float maxedgelength = chf("maxedgelength");
int n = npoints(1);
// create a polygonal primitive, returns primitive number
int polygon = addprim(0,’poly’);
//run over the points of the spherical curve
for(int i=0; i<n; i++){
    vector currT = attrib(1,’point’,’P’,i);
    vector nextT = attrib(1,’point’,’P’,(i+1)%n);
    float edgelength = acos(dot(currT,nextT));
    vector B = normalize(cross(currT,nextT));
    int d = floor(edgelength/maxedgelength);
    if(d!=0) edgelength/=d;
    vector4 q = quaternion(edgelength, B);
    // add subdivision points
    vector T_tilde = currT;
    do{int point = addpoint(0,T_tilde);
    addvertex(0,polygon,point);
    T_tilde = qrotate(q,T_tilde);
    d--;}while(d>0);
    
    }

 

Smth.hiplc

Edited December 18, 2020 by Librarian

[bobbybob]

Hi @Librarian thank you so much for the answer!

I ended up with a ghetto solution relative to your answer

I used a measure node, to get the "curvature -> to group -> expanding group -> blasting points -> smoothing"

curve_example_ghetto_solution.hip