CalvinBackup/iD
1
0
Fork 0
mirror of https://github.com/FoggedLens/iD.git synced 2026-06-05 14:38:05 +02:00
Code Issues Packages Projects Releases Wiki Activity

Add iD.geo.sphericalDistance

Browse Source 
iD.geo.euclideanDistance should only be used for calculations of 
projected coordinates or display (pixel) coordinates.

iD.geo.sphericalDistance calculates approximate geographical 
distances, accounting for distortions at higher latitudes. This 
can be used for determining the nearest node (operations.Delete,
actions.Circularize) or relative length comparisons (actions.Split).
This commit is contained in:
tyr
2013-09-12 13:55:07 +02:00
committed by John Firebaugh
parent 6afe3adfbe
commit e8d637f2bb
11 changed files with 55 additions and 21 deletions
Download Patch File Download Diff File Expand all files Collapse all files
test/spec/actions/circularize.js
+3 -3
View File
@@ -48,7 +48,7 @@ describe("iD.actions.Circularize", function () {
graph = iD.actions.Circularize('-', projection)(graph);
expect(iD.geo.dist(graph.entity('d').loc, [2, -2])).to.be.lt(0.5);
expect(iD.geo.euclideanDistance(graph.entity('d').loc, [2, -2])).to.be.lt(0.5);
});
function angle(point1, point2, center) {
@@ -56,10 +56,10 @@ describe("iD.actions.Circularize", function () {
vector2 = [point2[0] - center[0], point2[1] - center[1]],
distance;
distance = iD.geo.dist(vector1, [0, 0]);
distance = iD.geo.euclideanDistance(vector1, [0, 0]);
vector1 = [vector1[0] / distance, vector1[1] / distance];
distance = iD.geo.dist(vector2, [0, 0]);
distance = iD.geo.euclideanDistance(vector2, [0, 0]);
vector2 = [vector2[0] / distance, vector2[1] / distance];
return 180 / Math.PI * Math.acos(vector1[0] * vector2[0] + vector1[1] * vector2[1]);
test/spec/actions/orthogonalize.js
+2 -2
View File
@@ -97,12 +97,12 @@ describe("iD.actions.Orthogonalize", function () {
'd': iD.Node({id: 'd', loc: tests[i][3]}),
'-': iD.Way({id: '-', nodes: ['a', 'b', 'c', 'd', 'a']})
}),
initialWidth = iD.geo.dist(graph.entity('a').loc, graph.entity('b').loc),
initialWidth = iD.geo.sphericalDistance(graph.entity('a').loc, graph.entity('b').loc),
finalWidth;
graph = iD.actions.Orthogonalize('-', projection)(graph);
finalWidth = iD.geo.dist(graph.entity('a').loc, graph.entity('b').loc);
finalWidth = iD.geo.sphericalDistance(graph.entity('a').loc, graph.entity('b').loc);
expect(finalWidth / initialWidth).within(0.90, 1.10);
}
});