Metadata-Version: 2.1
Name: LatLonCalc
Version: 1.4.2
Summary: A tool to calculate with longitudes and latitudes
Home-page: https://github.com/pyscaffold/pyscaffold/
Author: Eelco van Vliet
Author-email: eelcovv@gmail.com
License: MIT
Project-URL: Documentation, https://pyscaffold.org/
Platform: any
Classifier: Development Status :: 4 - Beta
Classifier: Programming Language :: Python
Description-Content-Type: text/x-rst; charset=UTF-8
Provides-Extra: testing
License-File: LICENSE.txt

==========
LatLonCalc
==========
--------
Features
--------
Methods for representing geographic coordinates (latitude and longitude) including the ability to:

* Convert lat/lon strings from almost any format into a *LatLon* object (analogous to the datetime
  library's *stptime* method)
* Automatically store decimal degrees, decimal minutes, and degree, minute, second information in
  a *LatLon* object
* Output lat/lon information into a formatted string (analogous to the datetime library's *strftime*
  method)
* Project lat/lon coordinates into some other proj projection
* Calculate distance and heading between lat/lon pairs using either the FAI or WGS84 approximation
* Create a new *LatLon* object by offsetting an initial coordinate by a distance and heading
* Subtracting one *LatLon* object from another creates a *GeoVector* object with distance and heading
  attributes (analogous to the datetime library's *timedelta* object)
* Adding or subtracting a *Latlon* object and a *GeoVector* object creates a new *LatLon* object with
  the coordinates adjusted by the *GeoVector* object's distance and heading
* *GeoVector* objects can be added, subtracted, multiplied or divided

-----
Notes
-----
* The package LatLonCalc is a fork of the original package LatLon written by Gen Del Raye.
* LatLonCalc is essentially the same, except that Python 3 support was included and Python 2 support was
  dropped.
* A new name was created because LatLon was abandoned and the author does not respond on pull
  requests anymore.
* Another copy of the original packages was made by Jiho Persy Lee with  the name LatLon3.
  This package is also essentially the same as the original package; also Python 3 support was
  included without dropping the Python 2 support. However, in this version, unit tests and
  documentation were dropped.
* If you are interested in a Python 3 only version of LatLon with Unit testing and documentation,
  use LatLonCalc, otherwise LatLon3 can be used.



------------
Installation
------------
*LatLonCalc* has been tested in Python 3.6, 3.7, 3.8, 3.9, and 3.10

Installation through pip::

    $ pip install LatLonCalc

Requires the following non-standard libraries:

	* *pyproj*
	* *numpy*


-----------
Usage Notes
-----------
Usage of *LatLonCalc* is primarily through the class *LatLon*, which is designed to hold a single
pair of *Latitude* and *Longitude* objects. Strings can be converted to *LatLon* objects using the
method *string2latlon*, and to *Latitude* or *Longitude* objects using *string2geocoord*.
Alternatively, a LatLon object can be constructed by subtracting two *LatLon* objects, or adding or
subtracting a *Latlon* object and a *GeoVector* object.

Latitude or Longitude Construction
==================================
Latitude of longitude construction is through the classes *Latitude* and *Longitude*, respectively.
You can pass a latitude or longitude coordinate in any combination of decimal degrees, degrees and
minutes, or degrees minutes and seconds. Alternatively, you can pass a formatted string using the
function *string2geocoord* for a string containing a single latitude or longitude, or
*string2latlon* for a pair of strings representing the latitude and longitude.

String formatting:
==================
*string2latlon* and *string2geocoord* both take a *formatter* string which is loosely modeled on the
*format* keyword used in *datetime's* *strftime* function.
Indicator characters (e.g. *H* or *D*) are placed between a specific separator character (*%*) to
specify the way in which a coordinate string is formatted.
Possible values are as follows:

          *H* is a hemisphere identifier (e.g. N, S, E or W)

          *D* is a coordinate in decimal degrees notation (e.g. 5.833)

          *d* is a coordinate in degrees notation (e.g. 5)

          *M* is a coordinate in decimal minutes notation (e.g. 54.35)

          *m* is a coordinate in minutes notation (e.g. 54)

          *S* is a coordinate in seconds notation (e.g. 28.93)

          Any other characters (e.g. ' ' or ', ') will be treated as a separator between the above components.

          All components should be separated by the *%* character. For example, if the coord_str is '5, 52,
          59.88_N', the format_str would be 'd%, %m%, %S%_%H'

*Important*
===========
One format that will not currently work is one where the hemisphere identifier and a degree or
decimal degree are not separated by any characters. For example  '5 52 59.88 N' is valid whereas
'5 52 59.88N' is not.

String output:
==============
Both *LatLon* and *Latitude* and *Longitude* objects include a *to_string()* method for outputting
a formatted coordinate.

Projection:
===========
Use *LatLon.project* to transform geographical coordinates into a chosen projection. Requires that
you pass it a *pyproj* or *basemap* projection.

Distance and Heading Calculation:
=================================
*LatLon* objects have a *distance()* method which accepts a 2nd *LatLon* object as an argument.
*distance()* will calculate the great-circle distance between the two coordinates using the WGS84
ellipsoid by default.
To use the more approximate FAI sphere, set *ellipse* to 'sphere'. Initial and reverse headings
(in degrees) can be calculated in a similar way using the *heading_initial()* and
*heading_reverse()* methods.
Alternatively, subtracting one *LatLon* object from another will return a *GeoVector* object with
the attributes heading and distance.

Creating a New LatLon Object by Offset from Another One:
========================================================
Use the *offset()* method of *LatLon* objects, which takes an initial heading (in degrees) and
distance (in km) to return a new *LatLon* object at the offset coordinates.
Also, you can perform the same operation by adding or subtracting a LatLon object with a GeoVector
object.

--------
Examples
--------
Import the classes::

   >> from LatLonCalc.LatLon import LatLon, Latitude, Longitude

Create a *LatLon* object from coordinates::

    >> palmyra = LatLon(Latitude(5.8833), Longitude(-162.0833)) # Location of Palmyra Atoll in decimal degrees
    >> palmyra = LatLon(5.8833, -162.0833) # Same thing but simpler!
    >> palmyra = LatLon(Latitude(degree = 5, minute = 52, second = 59.88),
    >>                  Longitude(degree = -162, minute = -4.998) # or more complicated!
    >> print palmyra.to_string('d% %m% %S% %H') # Print coordinates to degree minute second
    ('5 52 59.88 N', '162 4 59.88 W')

Create a *Latlon* object from a formatted string::

    >> palmyra = string2latlon('5 52 59.88 N', '162 4 59.88 W', 'd% %m% %S% %H')
    >> print palmyra.to_string('d%_%M') # Print coordinates as degree minutes separated by underscore
    ('5_52.998', '-162_4.998')

Perform some calculations::

    >> palmyra = LatLon(Latitude(5.8833), Longitude(-162.0833)) # Location of Palmyra Atoll
    >> honolulu = LatLon(Latitude(21.3), Longitude(-157.8167)) # Location of Honolulu, HI
    >> distance = palmyra.distance(honolulu) # WGS84 distance in km
    >> print distance
    1766.69130376
    >> print palmyra.distance(honolulu, ellipse = 'sphere') # FAI distance in km
    1774.77188181
    >> initial_heading = palmyra.heading_initial(honolulu) # Heading from Palmyra to Honolulu on WGS84 ellipsoid
    >> print initial_heading
    14.6907922022
    >> hnl = palmyra.offset(initial_heading, distance) # Reconstruct Honolulu based on offset from Palmyra
    >> print hnl.to_string('D') # Coordinates of Honolulu
    ('21.3', '-157.8167')

Manipulate *LatLon* objects using *GeoVectors*::

    >> vector = (honolulu - palmyra) * 2 # A GeoVector with 2x the magnitude of a vector from palmyra to honolulu
    >> print vector # Print heading and magnitude
    14.6907922022 3533.38260751
    print palmyra + (vector/2.0) # Recreate the coordinates of Honolulu by adding half of vector to palmyra
    21.3, -157.8167




Publication Notes
=================

* This project has been set up using PyScaffold 4.2.1. For details and usage information on
  PyScaffold see http://pyscaffold.readthedocs.org/
* The following steps were done for publishing the package to PyPi::

    > tox -e build                          # build the package locally
    > tox -e publish                        # publish the package to TesPyPi
    > tox -e docs                           # build the documentation
    > tox -e publish -- --repository pypi   # Publish the package to PyPi


