
- van-der-Grinten-map-projection
- 09-24-2006
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I`m trying to understand a map produced by MapQuest, which I want to
use as a backdrop for a model where I will have to place real-world
locations (based on Lat/Long) on a grid for display.
The best I can tell, MapQuest uses the van der Grinten map
projection. I found the equations to convert from Lat/Long to
Cartesian coordinates (x,y) at
http://mathworld.wolfram.com/vanderGrintenProjection.html . However, I
don`t seem to get numbers than make sense. Some of my calculations:
For Lat/Long 51N, 65.8W, I get x = 2.0692, y = 6.4904
For Lat/Long 34.3N, 65.8W, I get x = 18.1152, y = 1.2581.
but they are both at 65.8W.
Any help or pointers or more explicit links would be
appreciated.
Thanks, Alan
use as a backdrop for a model where I will have to place real-world
locations (based on Lat/Long) on a grid for display.
The best I can tell, MapQuest uses the van der Grinten map
projection. I found the equations to convert from Lat/Long to
Cartesian coordinates (x,y) at
http://mathworld.wolfram.com/vanderGrintenProjection.html . However, I
don`t seem to get numbers than make sense. Some of my calculations:
For Lat/Long 51N, 65.8W, I get x = 2.0692, y = 6.4904
For Lat/Long 34.3N, 65.8W, I get x = 18.1152, y = 1.2581.
but they are both at 65.8W.
Any help or pointers or more explicit links would be
appreciated.
Thanks, Alan
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