A Leaflet plugin for drawing Bézier curves and other complex shapes. (DEMO)
Include the plugin after Leaflet:
<script src="leaflet.js"></script>
<script src="leaflet.curve.js"></script>
Add a path that includes a Bézier curve and straight lines:
var path = L.curve(['M',[50.54136296522163,28.520507812500004],
'C',[52.214338608258224,28.564453125000004],
[48.45835188280866,33.57421875000001],
[50.680797145321655,33.83789062500001],
'V',[48.40003249610685],
'L',[47.45839225859763,31.201171875],
[48.40003249610685,28.564453125000004],'Z'],
{color:'red',fill:true}).addTo(map);
- This plugin is based on Leaflet version 1.0-rc1.
- Currently, only SVG rendering is supported.
- Browser and device compatibility testing is very limited.
The first argument to L.curve() is an array of path data. This is composed of commands and coordinates. The commands are a subset of the SVG path specification.
| Command | Parameters | Description |
|---|---|---|
| M | [lat,lng]+ | move to [lat,lng] |
| L | [lat,lng]+ | line to [lat,lng] |
| H | [lng]+ | horizontal line to [lng] |
| V | [lat]+ | vertical line to [lat] |
| C | ([lat1,lng1],[lat2,lng2],[lat,lng])+ | cubic Bézier curve to [lat,lng] with control points at [lat1,lng1] and [lat2,lng2] |
| S | ([lat2,lng2],[lat,lng])+ | cubic bézier curve to [lat,lng] with control points at reflection of second control point of previous curve [lat1,lng1] and [lat2,lng2] |
| Q | ([lat1,lng1],[lat,lng])+ | quadratic Bézier curve to [lat,lng] with control point at [lat1,lng1] |
| T | ([lat,lng])+ | quadratic Bézier curve to [lat,lng] with control point at reflection of control point of previous curve [lat1,lng1] |
| Z | close path (line to M) |
Note that only absolute commands (uppercase) are implemented. It's possible to approximate elliptical arcs (command 'A') with Bézier curves (the elliptical-arc branch implements this command if you're interested).
The L.Curve class extends L.Path so options, events, and methods inherited from L.Path are available. No new options, events, or methods are introduced by L.Curve.
MIT
- Bug reports and pull requests are welcome!