BSpline

A simple and fast uniform-knot BSpline curve implementation by javascript. Usually, BSpline's basis function is defined recursively by De Boor's algorithm. But this library includes pre-calculated uniform-knot BSpline basis. Thus, the library works very fast.

Usage:

var spline = new BSpline(points,degree,copy [optional]);
spline.calcAt(t);

• points : The array of points. Array of any dimensional vector is OK.
• degree : The degree of BSpline curve. degree should be 2,3,4 or 5.
• copy : This is optional. If this is omitted, BSpline uses the points itself. If true, BSpline copies points so that changes of points don't affect the curve.
• t : The parametor of BSpline. t is in [0,1]. If t = 0 then returns first point of points. If t = 1 then returns last point of points.

Example:

var points = [[1,2],[2,3],[3,4]];
var spline = new BSpline(points,3); //making BSpline
for(var t = 0;t<=1;t+=0.01){
    var p = spline.calcAt(t); 
    draw(p);
}

Demo is available here

For more information, please visit here