Bor*_*rja 3 javascript arrays geometry point-in-polygon
对不起我的英语,但我是意大利人...我想创建一个代码来计算点(具有两个坐标)是否在具有凹角和凸角的多边形内。我尝试了很少的代码,因为太难了..
var polygon = [
[71.99999994,38.999999714],
[71.000000057,38.999999714],
[69.999999998,38.999999714],
[69.999999998,38.000000007],
[68.999999939,38.000000007],
[67.99999988,38.000000007],
[67.99999988,38.999999714],
[67.99999988,39.999999597],
[68.999999939,39.999999597],
[68.999999939,41.000000008],
[69.999999998,41.000000008],
[71.000000057,41.000000008],
[71.99999994,41.000000008],
[71.99999994,39.999999597],
[71.99999994,38.999999714]
];
var point= [68,38.5];
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我希望你能帮助我...
非常感谢
小智 5
The algo is based on this site: http://alienryderflex.com/polygon/
It is superfast and handle various polygon types. I have tuned it to javascript and to your data structure.
function IsPointInPolygon(poly_array, test_point) {
var inside = false;
var test_x = test_point[0];
var test_y = test_point[1];
for(var i=0; i<(poly_array.length-1); i++) {
var p1_x = poly_array[i][0];
var p1_y = poly_array[i][1];
var p2_x = poly_array[i+1][0];
var p2_y = poly_array[i+1][1];
if((p1_y<test_y && p2_y>=test_y) || (p2_y<test_y && p1_y>=test_y)) { // this edge is crossing the horizontal ray of testpoint
if((p1_x+(test_y-p1_y)/(p2_y-p1_y)*(p2_x-p1_x)) < test_x) { // checking special cases (holes, self-crossings, self-overlapping, horizontal edges, etc.)
inside=!inside;
}
}
}
return inside;
}
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You can call it directly with your variables:
if(IsPointInPolygon(polygon, point)) {
alert('Inside');
}
else {
alert('Outside');
}
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