Given a latitude and longitude, and distance, I want to find a bounding box where the distances are less than the given distance.
This questions was asked here: How to calculate the bounding box for a given lat/lng location?
I donot want this partcularly accurate, so I have modified and simplified it to
def boundingBox(latitudeInDegrees, longitudeInDegrees, halfSideInKm):
lat = math.radians(latitudeInDegrees)
lon = math.radians(longitudeInDegrees)
halfSide = 1000*halfSideInKm
RADIUS_OF_EARTH = 6371
# Radius of the parallel at given latitude
pradius = radius*math.cos(lat)
latMin = lat - halfSide/radius
latMax = lat + halfSide/radius
lonMin = lon - halfSide/pradius
lonMax = lon + halfSide/pradius
rad2deg = math.degrees
return (rad2deg(latMin), rad2deg(lonMin), rad2deg(latMax), rad2deg(lonMax))
But I cant understand how this is working, in particular this line makes no sense to me halfSide = 1000*halfSideInKm
This code didn't quite work, it jumps between KM and M.
Fixed code, made names more PEP8 style, and added a simple box object:
class BoundingBox(object):
def __init__(self, *args, **kwargs):
self.lat_min = None
self.lon_min = None
self.lat_max = None
self.lon_max = None
def get_bounding_box(latitude_in_degrees, longitude_in_degrees, half_side_in_miles):
assert half_side_in_miles > 0
assert latitude_in_degrees >= -90.0 and latitude_in_degrees <= 90.0
assert longitude_in_degrees >= -180.0 and longitude_in_degrees <= 180.0
half_side_in_km = half_side_in_miles * 1.609344
lat = math.radians(latitude_in_degrees)
lon = math.radians(longitude_in_degrees)
radius = 6371
# Radius of the parallel at given latitude
parallel_radius = radius*math.cos(lat)
lat_min = lat - half_side_in_km/radius
lat_max = lat + half_side_in_km/radius
lon_min = lon - half_side_in_km/parallel_radius
lon_max = lon + half_side_in_km/parallel_radius
rad2deg = math.degrees
box = BoundingBox()
box.lat_min = rad2deg(lat_min)
box.lon_min = rad2deg(lon_min)
box.lat_max = rad2deg(lat_max)
box.lon_max = rad2deg(lon_max)
return (box)