| Home | Trees | Indices | Help |
|
|---|
|
|
Karney's geographiclib, wrapped.
Wrapper around Charles Karney's Python classes
Geodesic and GeodesicLine and Math
functions AngDiff, AngNormalize,
LatFix and sum from Karney's geographiclib, Python package, provided that package is
installed.
The wrapped class methods return a
named._NamedDict-like instance providing access to the GDict items by
key or by attribute name.
Following are PyGeodesy classes and functions transcoded from Karney's original C++ GeographicLib:
The following PyGeodesy module, classes and functions are wrappers around some of Karney's Python geographiclib or C++ Utility programs:
Lastly, spherical functions:
are based on Karney's post Area of a spherical polygon and ellipsoidal functions and methods:
are implementations of Karney's post The ellipsoidal case and paper Geodesics on an ellipsoid of revolution (pp 20-21, section 14. MARITIME BOUNDARIES).
Version: 21.06.25
| Classes | |
|
Direct9Tuple 9-Tuple (a12, lat2, lon2, azi2, s12, m12, M12, M21,
S12) with arc length a12, lat2,
lon2 and azimuth azi2 in
degrees, distance s12 and reduced length
m12 in meter and area S12 in
meter squared.
|
|
|
GDict Basic dict with both key and attribute access
to the dict items.
|
|
|
GeodesicError Error raised for geodesicx's methods for lack of convergence or other issues. |
|
|
GeodSolve12Tuple 12-Tuple (lat1, lon1, azi1, lat2, lon2, azi2, s12, a12, m12,
M12, M21, S12) with angles lat1,
lon1, azi1, lat2,
lon2 and azi2 and arc a12
all in degrees, distance s12 and reduced
length m12 in meter, area
S12 in meter squared and geodesic
scales M12 and M21 scalar,
see GeodSolve.
|
|
|
Inverse10Tuple 10-Tuple (a12, s12, salp1, calp1, salp2, calp2, m12, M12,
M21, S12) with arc length 1a12 in
degrees, distance s12 and reduced length
m12 in meter, area S12 in
meter squared and sines and cosines of initial
and final (forward) azimuths.
|
|
| Variables | |
__all__ = _ALL_LAZY.karney
|
|
| Home | Trees | Indices | Help |
|
|---|
| Generated by Epydoc 3.0.1 on Fri Jun 25 11:35:10 2021 | http://epydoc.sourceforge.net |