Package com.AndrewGray.geoutils
This package contains a collection of classes written by Andrew
Gray for the calculation of Great Circles, the manipulation of Lat/Long
pairs, and the conversion between Mercator map coordinates.
See:
Description
|
Class Summary |
| GeoConv |
series of static methods for use by other geoutils classes |
| GeoMagVar |
Class calculates the geomagnetic variation at a given LatLong using
the IGRF2000 model. |
| GreatCircle |
implements various mathematical methods related to Great Circle calculations. |
| LatLong |
class defining LatLong data type for storage
and manipulation of Latitude/Longitude pairs. |
| MapPoint |
Class defines methods to manipulate points on a true mercator map
using either their x,y (mercator) coordinates or LatLong. |
| MercatorMap |
class defines a notional perfect mercator map with specified
width and height. |
| RhumbLine |
Collection of algorithms related to Rhumb line (constant true bearing) calculations. |
Package com.AndrewGray.geoutils Description
This package contains a collection of classes written by Andrew
Gray for the calculation of Great Circles, the manipulation of Lat/Long
pairs, and the conversion between Mercator map coordinates. These arose from
from my publicly available Great Circle calculator
which serves as a working demonstration of many of the algorithms defined within
this package.
In brief;
- LatLong
- Defines a class for the storage and manipulation of geographical coordinates
represented by Latitudes and Longitudes
- GreatCircle
- encapsulates various mathematical algorithms for the computation of Great
Circles. Methods include those to calculate distance, bearing and track.
- RhumbLine
- encapsulates various mathematical algorithms for the computation of RhumbLines.
RhumbLines are courses of constant bearings and are thus most people's idea of
direction to a destination
- GeoMagVar
- Computes the predicated geomagnetic variation at a given LatLong, date and height.
This yields the offset a magnetic compass will typically display from true north.
- MercatorMap
- Defines a notional Mercator map of a particular width & height. Used
for the conversion between LatLongs and Mercator x,y coordinates.
- MapPoint
- Allows points on a MercatorMap to be defined and converted between LatLongs and
x,y coordinates
An application presenting a similar user interface as my publicly
available Great Circle calculator might uses these classes thus;
- After loading the map image a MercatorMap would be created and sized
as per the scaled image
- The City MapPoints would be created based on a database of LatLongs
- User would select two MapPoints by either selecting points on the
map using the mouse (x,y coordinates) or manually entering the latitude and
longitude in text fields (LatLong).
- The LatLongs of the selected points would be passes to the GreatCircle
object which would compute the distance, bearing from origin, and the track
of the course. Distance and bearing might then be presented numerically whilst
the track is converted back into MapPoints and displayed graphically
on the map.
Disclaimer & Warranty
The software is supplied as-is. No warranty, or statement of fitness of purpose is
given.
All emphasis is on the user to verify values. In particular, this software
should not be used for safety critical applications such as
navigation, aeronautics, etc.
In obtaining this software you agree that liability of the copyright holder for damages,
including any general, special, incidental or consequential damages arising out
of the use or inability to use the software be limited to the purchase
cost thereof. This includes but is not limited to loss of data or data
being rendered inaccurate or losses sustained by you or third parties
or a failure of the software to operate with any other software, even
if such holder or other party has been advised of the possibility of such
damages.
Copyright © 2004 by Andrew Gray
For more details please contact the author, Andrew
Gray.
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