Openstreetmap rectangular grid for whole planet
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I`m trying to generate rectangular grid for whole world with fixed cell size in 350 meters (width and height are equals).
What i tried to do:
1) in main loop iterate trough longitude in range [-180; 180]
2) in nested loop iterate trough latitude in range [-85.06; 85.06] (Web mercator bounds)
3) increment cells bound to 350 meters on East (in main loop) and North (in nested loop) using Java GeographicLib Geodesic.WGS84.Direct().
Java code:
double lon_min = -180;
double lon_max = 180;
double lat_min = -85.06;
double lat_max = 85.06;
double lon_max_c = lon_min;
double lon_min_c = lon_min;
int grid_x = 0;
int grid_y = 0;
int cell_id = 0;
while(lon_max_c < lon_max)
{
double lat_min_c = lat_min;
double lat_max_c = lat_min;
lon_min_c = lon_max_c;
GeodesicData g = Geodesic.WGS84.Direct(lat_min_c, lon_min_c, 90, 350);
boolean isXlast = g.lon2 > lon_max || (lon_min_c > 0 && g.lon2 < 0);
lon_max_c = isXlast? lon_max : g.lon2;
grid_y = 0;
while(lat_max_c < lat_max)
{
lat_min_c = lat_max_c;
GeodesicData g1 = Geodesic.WGS84.Direct(lat_min_c, lon_min_c, 0, 350);
boolean isYlast = g1.lat2 > lat_max;
lat_max_c = isYlast? lat_max : g1.lat2;
System.out.print("rid: " + cell_id + " lon: " + lon_max_c + " lat: " + lat_max_c);
grid_y = grid_y + 1;
cell_id = cell_id + 1;
}
grid_x = grid_x + 1;
}
As a result, ~530 million cells were generated. Howewer, area of whole planet is ~510M squared kilometers. So, the total number of cells should be about 4 billion. I'm pretty new to geodesic math, so what is wrong? What should I do to generate this grid correctly?
grid openstreetmap mercator geodesic-sphere
add a comment |
I`m trying to generate rectangular grid for whole world with fixed cell size in 350 meters (width and height are equals).
What i tried to do:
1) in main loop iterate trough longitude in range [-180; 180]
2) in nested loop iterate trough latitude in range [-85.06; 85.06] (Web mercator bounds)
3) increment cells bound to 350 meters on East (in main loop) and North (in nested loop) using Java GeographicLib Geodesic.WGS84.Direct().
Java code:
double lon_min = -180;
double lon_max = 180;
double lat_min = -85.06;
double lat_max = 85.06;
double lon_max_c = lon_min;
double lon_min_c = lon_min;
int grid_x = 0;
int grid_y = 0;
int cell_id = 0;
while(lon_max_c < lon_max)
{
double lat_min_c = lat_min;
double lat_max_c = lat_min;
lon_min_c = lon_max_c;
GeodesicData g = Geodesic.WGS84.Direct(lat_min_c, lon_min_c, 90, 350);
boolean isXlast = g.lon2 > lon_max || (lon_min_c > 0 && g.lon2 < 0);
lon_max_c = isXlast? lon_max : g.lon2;
grid_y = 0;
while(lat_max_c < lat_max)
{
lat_min_c = lat_max_c;
GeodesicData g1 = Geodesic.WGS84.Direct(lat_min_c, lon_min_c, 0, 350);
boolean isYlast = g1.lat2 > lat_max;
lat_max_c = isYlast? lat_max : g1.lat2;
System.out.print("rid: " + cell_id + " lon: " + lon_max_c + " lat: " + lat_max_c);
grid_y = grid_y + 1;
cell_id = cell_id + 1;
}
grid_x = grid_x + 1;
}
As a result, ~530 million cells were generated. Howewer, area of whole planet is ~510M squared kilometers. So, the total number of cells should be about 4 billion. I'm pretty new to geodesic math, so what is wrong? What should I do to generate this grid correctly?
grid openstreetmap mercator geodesic-sphere
1
crosspost: gis.stackexchange.com/questions/302962/…
– scai
Nov 19 '18 at 7:06
add a comment |
I`m trying to generate rectangular grid for whole world with fixed cell size in 350 meters (width and height are equals).
What i tried to do:
1) in main loop iterate trough longitude in range [-180; 180]
2) in nested loop iterate trough latitude in range [-85.06; 85.06] (Web mercator bounds)
3) increment cells bound to 350 meters on East (in main loop) and North (in nested loop) using Java GeographicLib Geodesic.WGS84.Direct().
Java code:
double lon_min = -180;
double lon_max = 180;
double lat_min = -85.06;
double lat_max = 85.06;
double lon_max_c = lon_min;
double lon_min_c = lon_min;
int grid_x = 0;
int grid_y = 0;
int cell_id = 0;
while(lon_max_c < lon_max)
{
double lat_min_c = lat_min;
double lat_max_c = lat_min;
lon_min_c = lon_max_c;
GeodesicData g = Geodesic.WGS84.Direct(lat_min_c, lon_min_c, 90, 350);
boolean isXlast = g.lon2 > lon_max || (lon_min_c > 0 && g.lon2 < 0);
lon_max_c = isXlast? lon_max : g.lon2;
grid_y = 0;
while(lat_max_c < lat_max)
{
lat_min_c = lat_max_c;
GeodesicData g1 = Geodesic.WGS84.Direct(lat_min_c, lon_min_c, 0, 350);
boolean isYlast = g1.lat2 > lat_max;
lat_max_c = isYlast? lat_max : g1.lat2;
System.out.print("rid: " + cell_id + " lon: " + lon_max_c + " lat: " + lat_max_c);
grid_y = grid_y + 1;
cell_id = cell_id + 1;
}
grid_x = grid_x + 1;
}
As a result, ~530 million cells were generated. Howewer, area of whole planet is ~510M squared kilometers. So, the total number of cells should be about 4 billion. I'm pretty new to geodesic math, so what is wrong? What should I do to generate this grid correctly?
grid openstreetmap mercator geodesic-sphere
I`m trying to generate rectangular grid for whole world with fixed cell size in 350 meters (width and height are equals).
What i tried to do:
1) in main loop iterate trough longitude in range [-180; 180]
2) in nested loop iterate trough latitude in range [-85.06; 85.06] (Web mercator bounds)
3) increment cells bound to 350 meters on East (in main loop) and North (in nested loop) using Java GeographicLib Geodesic.WGS84.Direct().
Java code:
double lon_min = -180;
double lon_max = 180;
double lat_min = -85.06;
double lat_max = 85.06;
double lon_max_c = lon_min;
double lon_min_c = lon_min;
int grid_x = 0;
int grid_y = 0;
int cell_id = 0;
while(lon_max_c < lon_max)
{
double lat_min_c = lat_min;
double lat_max_c = lat_min;
lon_min_c = lon_max_c;
GeodesicData g = Geodesic.WGS84.Direct(lat_min_c, lon_min_c, 90, 350);
boolean isXlast = g.lon2 > lon_max || (lon_min_c > 0 && g.lon2 < 0);
lon_max_c = isXlast? lon_max : g.lon2;
grid_y = 0;
while(lat_max_c < lat_max)
{
lat_min_c = lat_max_c;
GeodesicData g1 = Geodesic.WGS84.Direct(lat_min_c, lon_min_c, 0, 350);
boolean isYlast = g1.lat2 > lat_max;
lat_max_c = isYlast? lat_max : g1.lat2;
System.out.print("rid: " + cell_id + " lon: " + lon_max_c + " lat: " + lat_max_c);
grid_y = grid_y + 1;
cell_id = cell_id + 1;
}
grid_x = grid_x + 1;
}
As a result, ~530 million cells were generated. Howewer, area of whole planet is ~510M squared kilometers. So, the total number of cells should be about 4 billion. I'm pretty new to geodesic math, so what is wrong? What should I do to generate this grid correctly?
grid openstreetmap mercator geodesic-sphere
grid openstreetmap mercator geodesic-sphere
edited yesterday
Su0011
102411
102411
asked Nov 16 '18 at 17:40
gorillgorill
71521224
71521224
1
crosspost: gis.stackexchange.com/questions/302962/…
– scai
Nov 19 '18 at 7:06
add a comment |
1
crosspost: gis.stackexchange.com/questions/302962/…
– scai
Nov 19 '18 at 7:06
1
1
crosspost: gis.stackexchange.com/questions/302962/…
– scai
Nov 19 '18 at 7:06
crosspost: gis.stackexchange.com/questions/302962/…
– scai
Nov 19 '18 at 7:06
add a comment |
1 Answer
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rectangular grid for whole world with fixed cell size in 350 meters (width and height are equals)
What you are trying to do is impossible as Earth is not a rectangle. See https://en.wikipedia.org/wiki/Map_projection for starting point to learn more.
While this effect can be ignored for small areas, on scale like "longitude in range [-180; 180]", "latitude in range [-85.06; 85.06]" ignoring it is not feasible.
add a comment |
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1 Answer
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1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
rectangular grid for whole world with fixed cell size in 350 meters (width and height are equals)
What you are trying to do is impossible as Earth is not a rectangle. See https://en.wikipedia.org/wiki/Map_projection for starting point to learn more.
While this effect can be ignored for small areas, on scale like "longitude in range [-180; 180]", "latitude in range [-85.06; 85.06]" ignoring it is not feasible.
add a comment |
rectangular grid for whole world with fixed cell size in 350 meters (width and height are equals)
What you are trying to do is impossible as Earth is not a rectangle. See https://en.wikipedia.org/wiki/Map_projection for starting point to learn more.
While this effect can be ignored for small areas, on scale like "longitude in range [-180; 180]", "latitude in range [-85.06; 85.06]" ignoring it is not feasible.
add a comment |
rectangular grid for whole world with fixed cell size in 350 meters (width and height are equals)
What you are trying to do is impossible as Earth is not a rectangle. See https://en.wikipedia.org/wiki/Map_projection for starting point to learn more.
While this effect can be ignored for small areas, on scale like "longitude in range [-180; 180]", "latitude in range [-85.06; 85.06]" ignoring it is not feasible.
rectangular grid for whole world with fixed cell size in 350 meters (width and height are equals)
What you are trying to do is impossible as Earth is not a rectangle. See https://en.wikipedia.org/wiki/Map_projection for starting point to learn more.
While this effect can be ignored for small areas, on scale like "longitude in range [-180; 180]", "latitude in range [-85.06; 85.06]" ignoring it is not feasible.
answered Nov 27 '18 at 11:00
Mateusz KoniecznyMateusz Konieczny
83611232
83611232
add a comment |
add a comment |
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1
crosspost: gis.stackexchange.com/questions/302962/…
– scai
Nov 19 '18 at 7:06