Chris Veness Geodesy library Python's implementation

Original Javascript library can be found here : https://github.com/chrisveness/geodesy

For now, only one of the module is implemented : latlon-spherical This module is a library of geodesy functions for operations on a spherical earth model.

Class LatLon: Represents a point on the earth's surface at the specified latitude / longitude.

• LatLon.distanceTo: returns the distance from this point to destination point (using haversine formula).
• LatLon.bearingTo: returns the (initial) bearing from this point to destination point.
• LatLon.finalBearingTo: returns final bearing arriving at destination destination point from this point.
• LatLon.midpointTo: returns the midpoint between this point and the supplied point.
• LatLon.intermediatePointTo: returns the point at given fraction between this point and specified point.
• LatLon.destinationPoint: returns the destination point from this point having travelled the given distance on the given initial bearing.
• LatLon.intersection: returns the point of intersection of two paths defined by point and bearing.
• LatLon.crossTrackDistanceTo: returns (signed) distance from this point to great circle defined by start-point and end-point.
• LatLon.maxLatitude: returns maximum latitude reached when travelling on a great circle on given bearing from this point.
• LatLon.crossingParallels: returns the pair of meridians at which a great circle defined by two points crosses the given latitude.
• LatLon.rhumbDistanceTo: returns the distance travelling from this point to destination point along a rhumb line.
• LatLon.rhumbBearingTo: returns the bearing from this point to destination point along a rhumb line.
• LatLon.rhumbDestinationPoint: returns the destination point having travelled along a rhumb line from this point the given distance on the given bearing.
• LatLon.rhumbMidpointTo: returns the loxodromic midpoint (along a rhumb line) between this point and second point.

Implement latlon-vincenty module Implement latlon-ellipsoidal module Implement latlon-vectors module