我有一个问题,在我的传单地图中,我从多边形创建了一个三角形:
I have an issue, in my leaflet map I've created a triangle from polygon:
var polygon = L.polygon([
[parseFloat(decimal_lat),parseFloat(decimal_lon)],
[parseFloat(decimal_lat) + 1, parseFloat(decimal_lon) - 1],
[parseFloat(decimal_lat) + 1, parseFloat(decimal_lon) + 1] ],
{
color:'green'
});
polygon.addTo(map);
我想围绕 Point[decimal_lon, decimal_lat]
旋转这个多边形.但我无法解决它..
我创建了 DEMO,我正在旋转多项式,我想旋转我的三角形(多边形)向您展示我的问题.
and I want to rotate this polygon around Point[decimal_lon, decimal_lat]
. But I'm not able to solve it..
I've created DEMO, where I'm rotating polynom the same I want to rotate my triangle (polygon) to show you my problem.
一种方法是通过矩阵旋转.https://en.wikipedia.org/wiki/Rotation_matrix.您想将该点平移到中心,然后应用旋转,然后将其平移回来.
One way to do it is through matrix rotation. https://en.wikipedia.org/wiki/Rotation_matrix. You want to translate the point to the center then apply the rotation, then translate it back.
这就是你的代码结尾的样子.
This is what the end of your code would look like.
//changing polyline with slider but I want to change polygon there
range_yaw.onchange = function() {
var yawAngle = (parseFloat(range_yaw.value) / (819 / 360) + 90)
// line
var center = [decimal_lat, decimal_lon]
var end = [decimal_lat + 2, decimal_lon + 2]
var pointListRotated = rotatePoints(center, [center, end], yawAngle)
polyline.setLatLngs(pointListRotated);
// polygon
var polygonPoints = [
center,
[center[0] + 1, center[1] - 1],
[center[0] + 1, center[1] + 1]
]
polygonRotated = rotatePoints(center, polygonPoints, yawAngle)
polygon.setLatLngs(polygonRotated)
};
//
// rotate a list of points in [lat, lng] format about the center.
//
function rotatePoints(center, points, yaw) {
var res = []
var angle = yaw * (Math.PI / 180)
for(var i=0; i<points.length; i++) {
var p = points[i]
// translate to center
var p2 = [ p[0]-center[0], p[1]-center[1] ]
// rotate using matrix rotation
var p3 = [ Math.cos(angle)*p2[0] - Math.sin(angle)*p2[1], Math.sin(angle)*p2[0] + Math.cos(angle)*p2[1]]
// translate back to center
var p4 = [ p3[0]+center[0], p3[1]+center[1]]
// done with that point
res.push(p4)
}
return res
}
这是一个演示
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