## What it is ## CurvedLines is a plugin for flot, which displays lines in a smooth curved way. This is achieved by adding additional points in between the "real" data points. See the test files for examples. Feel free to add additional features and correct errors. Regards Michael ## Hermite Splines v1.x.y ## With the new version 1.x.y the original curve computation (nergal.dev's code) has been replaced by a new algorithm which computes hermite splines. In general the result should be closer to the data however the old implementation is still accessible through the legacyOverride option. The approximation with local third-degree polynoms solves some existing issues. The problematic parameters curvePointFactor and fitPointDist are both gone and I hope that the new nrSplinePoints needs less manual adjustment (basically only wiht zoom) and is easier to understand. The old fit option has been replaced with monotonicFit, which if set, enforces the use of the Fritsch-Carlson method (anti wiggle no overshooting / undershooting). ## Hands on ## how to use it: ____________________________________________________ var d1 = [[5,5],[7,3],[9,12]]; var options = { series: { curvedLines: { active: true }}}; $.plot($("#placeholder"), [{data: d1, lines: { show: true}, curvedLines: {apply: true}}], options); _____________________________________________________ options: _____________________________________________________ active: bool true => plugin can be used apply: bool true => series will be drawn as curved line monotonicFit: bool true => uses monotone cubic interpolation (preserve monotonicity) tension: int defines the tension parameter of the hermite spline interpolation (no effect if monotonicFit is set) nrSplinePoints: int defines the number of sample points (of the spline) in between two consecutive points deprecated options from flot prior to 1.0.0: ------------------------------------------------ legacyOverride bool true => use old default OR legacyOverride optionArray { fit: bool true => forces the max,mins of the curve to be on the datapoints curvePointFactor int defines how many "virtual" points are used per "real" data point to emulate the curvedLines (points total = real points * curvePointFactor) fitPointDist: int defines the x axis distance of the additional two points that are used } to enforce the min max condition.