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package geojson
import (
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"math"
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"strconv"
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"github.com/tidwall/gjson"
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"github.com/tidwall/tile38/geojson/poly"
)
// BBox is a bounding box
type BBox struct {
Min Position
Max Position
}
// New2DBBox creates a new bounding box
func New2DBBox ( minX , minY , maxX , maxY float64 ) BBox {
return BBox { Min : Position { X : minX , Y : minY , Z : 0 } , Max : Position { X : maxX , Y : maxY , Z : 0 } }
}
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func fillBBox ( json string ) ( * BBox , error ) {
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var bbox * BBox
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res := gjson . Get ( json , "bbox" )
switch res . Type {
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default :
return nil , errBBoxInvalidType
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case gjson . Null :
case gjson . JSON :
v := res . Array ( )
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if ! ( len ( v ) == 4 || len ( v ) == 6 ) {
return nil , errBBoxInvalidNumberOfValues
}
bbox = & BBox { }
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for i := 0 ; i < len ( v ) ; i ++ {
if v [ i ] . Type != gjson . Number {
return nil , errBBoxInvalidValue
}
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}
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bbox . Min . X = v [ 0 ] . Float ( )
bbox . Min . Y = v [ 1 ] . Float ( )
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i := 2
if len ( v ) == 6 {
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bbox . Min . Z = v [ 2 ] . Float ( )
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i = 3
} else {
bbox . Min . Z = nilz
}
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bbox . Max . X = v [ i + 0 ] . Float ( )
bbox . Max . Y = v [ i + 1 ] . Float ( )
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if len ( v ) == 6 {
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bbox . Max . Z = v [ i + 2 ] . Float ( )
i = 3
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} else {
bbox . Max . Z = nilz
}
}
return bbox , nil
}
func ( b * BBox ) isCordZDefined ( ) bool {
return b != nil && ( b . Min . Z != nilz || b . Max . Z != nilz )
}
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func appendBBoxJSON ( json [ ] byte , b * BBox ) [ ] byte {
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if b == nil {
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return json
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}
hasZ := b . Min . Z != nilz && b . Max . Z != nilz
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json = append ( json , ` ,"bbox":[ ` ... )
json = strconv . AppendFloat ( json , b . Min . X , 'f' , - 1 , 64 )
json = append ( json , ',' )
json = strconv . AppendFloat ( json , b . Min . Y , 'f' , - 1 , 64 )
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if hasZ {
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json = append ( json , ',' )
json = strconv . AppendFloat ( json , b . Min . Z , 'f' , - 1 , 64 )
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}
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json = append ( json , ',' )
json = strconv . AppendFloat ( json , b . Max . X , 'f' , - 1 , 64 )
json = append ( json , ',' )
json = strconv . AppendFloat ( json , b . Max . Y , 'f' , - 1 , 64 )
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if hasZ {
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json = append ( json , ',' )
json = strconv . AppendFloat ( json , b . Max . Z , 'f' , - 1 , 64 )
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}
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json = append ( json , ']' )
return json
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}
func ( b BBox ) center ( ) Position {
return Position {
( b . Max . X - b . Min . X ) / 2 + b . Min . X ,
( b . Max . Y - b . Min . Y ) / 2 + b . Min . Y ,
0 ,
}
}
func ( b BBox ) union ( bbox BBox ) BBox {
if bbox . Min . X < b . Min . X {
b . Min . X = bbox . Min . X
}
if bbox . Min . Y < b . Min . Y {
b . Min . Y = bbox . Min . Y
}
if bbox . Max . X > b . Max . X {
b . Max . X = bbox . Max . X
}
if bbox . Max . Y > b . Max . Y {
b . Max . Y = bbox . Max . Y
}
return b
}
func ( b BBox ) exterior ( ) [ ] Position {
return [ ] Position {
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{ b . Min . X , b . Min . Y , 0 } ,
{ b . Min . X , b . Max . Y , 0 } ,
{ b . Max . X , b . Max . Y , 0 } ,
{ b . Max . X , b . Min . Y , 0 } ,
{ b . Min . X , b . Min . Y , 0 } ,
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}
}
func rectBBox ( bbox BBox ) poly . Rect {
return poly . Rect {
Min : poly . Point { X : bbox . Min . X , Y : bbox . Min . Y , Z : 0 } ,
Max : poly . Point { X : bbox . Max . X , Y : bbox . Max . Y , Z : 0 } ,
}
}
// ExternalJSON is the simple json representation of the bounding box used for external applications.
func ( b BBox ) ExternalJSON ( ) string {
sw , ne := b . Min , b . Max
sw . Z , ne . Z = 0 , 0
return ` { "sw": ` + sw . ExternalJSON ( ) + ` ,"ne": ` + ne . ExternalJSON ( ) + ` } `
}
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// Sparse returns back an evenly distributed number of sub bboxs.
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func ( b BBox ) Sparse ( amount byte ) [ ] BBox {
if amount == 0 {
return [ ] BBox { b }
}
var bboxes [ ] BBox
split := 1 << amount
var xsize , ysize float64
if b . Max . X < b . Min . X {
// crosses the prime meridian
xsize = ( b . Min . X - b . Max . X ) / float64 ( split )
} else {
xsize = ( b . Max . X - b . Min . X ) / float64 ( split )
}
if b . Max . Y < b . Min . Y {
// crosses the equator
ysize = ( b . Min . Y - b . Max . Y ) / float64 ( split )
} else {
ysize = ( b . Max . Y - b . Min . Y ) / float64 ( split )
}
for y := b . Min . Y ; y < b . Max . Y ; y += ysize {
for x := b . Min . X ; x < b . Max . X ; x += xsize {
bboxes = append ( bboxes , BBox {
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Min : Position { X : x , Y : y , Z : b . Min . Z } ,
Max : Position { X : x + xsize , Y : y + ysize , Z : b . Max . Z } ,
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} )
}
}
return bboxes
}
// BBoxesFromCenter calculates the bounding box surrounding a circle.
func BBoxesFromCenter ( lat , lon , meters float64 ) ( outer BBox ) {
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outer . Min . Y , outer . Min . X , outer . Max . Y , outer . Max . X = BBoxBounds ( lat , lon , meters )
if outer . Min . X == outer . Max . X {
switch outer . Min . X {
case - 180 :
outer . Max . X = 180
case 180 :
outer . Min . X = - 180
}
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}
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return outer
}
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func BBoxBounds ( lat , lon , meters float64 ) ( latMin , lonMin , latMax , lonMax float64 ) {
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// see http://janmatuschek.de/LatitudeLongitudeBoundingCoordinates#Latitude
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lat = toRadians ( lat )
lon = toRadians ( lon )
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r := meters / earthRadius // angular radius
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latMin = lat - r
latMax = lat + r
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latT := math . Asin ( math . Sin ( lat ) / math . Cos ( r ) )
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lonΔ := math . Acos ( ( math . Cos ( r ) - math . Sin ( latT ) * math . Sin ( lat ) ) / ( math . Cos ( latT ) * math . Cos ( lat ) ) )
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lonMin = lon - lonΔ
lonMax = lon + lonΔ
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// Adjust for north poll
if latMax > math . Pi / 2 {
lonMin = - math . Pi
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latMax = math . Pi / 2
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lonMax = math . Pi
}
// Adjust for south poll
if latMin < - math . Pi / 2 {
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latMin = - math . Pi / 2
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lonMin = - math . Pi
lonMax = math . Pi
}
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// Adjust for wraparound. Remove this if the commented-out condition below this block is added.
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if lonMin < - math . Pi || lonMax > math . Pi {
lonMin = - math . Pi
lonMax = math . Pi
}
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/ *
// Consider splitting area into two bboxes, using the below checks, and erasing above block for performance. See http://janmatuschek.de/LatitudeLongitudeBoundingCoordinates#PolesAnd180thMeridian
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// Adjust for wraparound if minimum longitude is less than -180 degrees.
if lonMin < - math . Pi {
// box 1:
latMin = latMin
latMax = latMax
lonMin += 2 * math . Pi
lonMax = math . Pi
// box 2:
latMin = latMin
latMax = latMax
lonMin = - math . Pi
lonMax = lonMax
}
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// Adjust for wraparound if maximum longitude is greater than 180 degrees.
if lonMax > math . Pi {
// box 1:
latMin = latMin
latMax = latMax
lonMin = lonMin
lonMax = - math . Pi
// box 2:
latMin = latMin
latMax = latMax
lonMin = - math . Pi
lonMax -= 2 * math . Pi
}
* /
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lonMin = math . Mod ( lonMin + 3 * math . Pi , 2 * math . Pi ) - math . Pi // normalise to -180..+180°
lonMax = math . Mod ( lonMax + 3 * math . Pi , 2 * math . Pi ) - math . Pi
return toDegrees ( latMin ) , toDegrees ( lonMin ) , toDegrees ( latMax ) , toDegrees ( lonMax )
}