mirror of https://github.com/tidwall/tile38.git
Update geojson vendor
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6616b86eda
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1bdc2135d7
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@ -243,7 +243,7 @@
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[[projects]]
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branch = "master"
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digest = "1:145703130ac1de36086ab350337777161f9c1d791e81a73659ac1f569e15b5e5"
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digest = "1:3307384a763736cbcfa625076939fe9a240e5f5c9d6ace507fa4fd1f4f6944d6"
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name = "github.com/tidwall/geojson"
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packages = [
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".",
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@ -251,7 +251,7 @@
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"geometry",
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]
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pruneopts = ""
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revision = "dbcb73c57c65ff784ce2ccaad3f062c9787d6f81"
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revision = "553da6f08f84f544b5482743fe73c3989facc578"
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[[projects]]
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digest = "1:3ddca2bd5496c6922a2a9e636530e178a43c2a534ea6634211acdc7d10222794"
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@ -3,7 +3,6 @@ package geojson
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import (
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"math"
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"strconv"
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"sync"
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"github.com/tidwall/geojson/geo"
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"github.com/tidwall/geojson/geometry"
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@ -212,10 +211,7 @@ func (g *Circle) getObject() Object {
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return makeCircleObject(g.center, g.meters, g.steps)
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}
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var llmu sync.RWMutex
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var llobj Object
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func makeCircleObjectA(center geometry.Point, meters float64, steps int) Object {
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func makeCircleObject(center geometry.Point, meters float64, steps int) Object {
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if meters <= 0 {
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return NewPoint(center)
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}
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@ -227,9 +223,15 @@ func makeCircleObjectA(center geometry.Point, meters float64, steps int) Object
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_, maxX := geo.DestinationPoint(center.Y, center.X, meters, 90)
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minY, _ := geo.DestinationPoint(center.Y, center.X, meters, 180)
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_, minX := geo.DestinationPoint(center.Y, center.X, meters, 270)
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// TODO: detect of pole and antimeridian crossing and generate a
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// valid multigeometry
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// use the half width of the lat and lon
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lons := (maxX - minX) / 2
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lats := (maxY - minY) / 2
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// generate the
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for th := 0.0; th <= 360.0; th += 360.0 / float64(steps) {
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radians := (math.Pi / 180) * th
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x := center.X + lats*math.Cos(radians)
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@ -245,73 +247,3 @@ func makeCircleObjectA(center geometry.Point, meters float64, steps int) Object
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}),
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)
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}
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func makeCircleObjectB(center geometry.Point, meters float64, steps int) Object {
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if meters <= 0 {
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return NewPoint(center)
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}
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meters = geo.NormalizeDistance(meters)
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points := make([]geometry.Point, 0, steps+1)
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step := 360.0 / float64(steps)
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i := 0
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for deg := 360.0; deg > 0; deg -= step {
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lat, lon := geo.DestinationPoint(center.Y, center.X, meters, deg)
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points = append(points, geometry.Point{X: lon, Y: lat})
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i++
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}
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// add last connecting point, make a total of steps+1
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points = append(points, points[0])
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return NewPolygon(
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geometry.NewPoly(points, nil, &geometry.IndexOptions{
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Kind: geometry.None,
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}),
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)
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}
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func makeCircleObject(center geometry.Point, meters float64, steps int) Object {
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if meters <= 0 {
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return NewPoint(center)
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}
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meters = geo.NormalizeDistance(meters)
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points := make([]geometry.Point, 0, steps+1)
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return makeCircleObjectA(center, meters, steps)
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llmu.RLock()
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if llobj != nil {
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llmu.RUnlock()
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return llobj
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}
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llmu.RUnlock()
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llmu.Lock()
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if llobj != nil {
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llmu.Unlock()
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return llobj
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}
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defer llmu.Unlock()
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step := 360.0 / float64(steps)
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i := 0
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for deg := 360.0; deg > 0; deg -= step {
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lat, lon := geo.DestinationPoint(center.Y, center.X, meters, deg)
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points = append(points, geometry.Point{X: lon, Y: lat})
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i++
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}
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// add last connecting point, make a total of steps+1
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points = append(points, points[0])
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// for i := 0; i < steps; i++ {
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// fmt.Printf("%d: %v\n", i, points[i].X)
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// }
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// TODO: account for the pole and antimerdian. In most cases only a
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// polygon is needed, but when the circle bounds passes the 90/180
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// lines, we need to create a multipolygon
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llobj = NewPolygon(
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geometry.NewPoly(points, nil, geometry.DefaultIndexOptions),
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)
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// println(llobj.String())
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return llobj
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}
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