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`LatLon2XY` <- structure(function#computes the coordinate transformation from lat/lon to map tile coordinates
### The function LatLon2XY(lat,lon,zoom) computes the coordinate transformation from lat/lon to map tile coordinates given a zoom level.
### It returns the tile coordinates as well as the pixel coordinates within the Tile itself.
(
lat, ##<< latitude values to transform
lon, ##<< longitude values to transform
zoom ##<< zoom level.lat,lon,zoom
){
#The int part may be used directly to obtain the Tiles (Attention: Illegal) using a URL formed like this:
#String.Format("http://mt.google.com/mt?x={0}&y={1}&zoom={2}", c.x, c.y, 17-zoom)
##note<< The fractional part times 256 is the pixel coordinate within the Tile itself.
#double sin_phi = System.Math.Sin(this.lat * System.Math.PI /180);
#double norm_x = this.lon / 180;
#double norm_y = (0.5 * System.Math.Log((1 + sin_phi) / (1 -sin_phi))) / System.Math.PI;
#this.y = System.Math.Pow(2, this.zoom) * ((1 - norm_y) / 2);
#this.x = System.Math.Pow(2, this.zoom) * ((norm_x + 1) / 2);
SinPhi = sin(lat * pi /180);
normX = lon / 180;
normY = (0.5 * log((1 + SinPhi) / (1 -SinPhi))) / pi;
Y = (2^zoom) * ((1 - normY) / 2);
X = (2^zoom) * ((normX + 1) / 2);
x = 256 *(X- floor(X));
y = 256 *(Y- floor(Y));
return(list(Tile = cbind(X=floor(X),Y=floor(Y)), Coords = cbind(x=x,y=y)))
### A list with values
### \item{Tile}{integer numbers specifying the tile}
### \item{Coords}{pixel coordinate within the Tile}
}, ex = function(){
LatLon2XY(38.45, -122.375, 11)
})
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