Created
January 11, 2018 20:30
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Calculate the bounds of geo circle
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package bboxbounds | |
import "math" | |
func BBoxBounds(lat, lon, meters float64) (latMin, lonMin, latMax, lonMax float64) { | |
// see http://janmatuschek.de/LatitudeLongitudeBoundingCoordinates#Latitude | |
lat = lat * (math.Pi / 180) | |
lon = lon * (math.Pi / 180) | |
r := meters / 6371e3 // angular radius | |
latMin = lat - r | |
latMax = lat + r | |
latT := math.Asin(math.Sin(lat) / math.Cos(r)) | |
lonΔ := math.Acos((math.Cos(r) - math.Sin(latT)*math.Sin(lat)) / (math.Cos(latT) * math.Cos(lat))) | |
lonMin = lon - lonΔ | |
lonMax = lon + lonΔ | |
// Adjust for north poll | |
if latMax > math.Pi/2 { | |
lonMin = -math.Pi | |
latMax = math.Pi / 2 | |
lonMax = math.Pi | |
} | |
// Adjust for south poll | |
if latMin < -math.Pi/2 { | |
latMin = -math.Pi / 2 | |
lonMin = -math.Pi | |
lonMax = math.Pi | |
} | |
// Adjust for wraparound. Remove this if the commented-out condition below this block is added. | |
if lonMin < -math.Pi || lonMax > math.Pi { | |
lonMin = -math.Pi | |
lonMax = math.Pi | |
} | |
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 latMin * (180 / math.Pi), lonMin * (180 / math.Pi), | |
latMax * (180 / math.Pi), lonMax * (180 / math.Pi) | |
} |
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