@tabler/core
Version:
Premium and Open Source dashboard template with responsive and high quality UI.
127 lines (111 loc) • 3.87 kB
JavaScript
/**
* ------------------------------------------------------------------------
* Object
* ------------------------------------------------------------------------
*/
const Proj = {
/* sgn(n){
if (n > 0) {
return 1;
} else if (n < 0) {
return -1;
} else {
return n;
}
}, */
mill(lat, lng, c) {
return {
x: this.radius * (lng - c) * this.radDeg,
y: - this.radius * Math.log(Math.tan((45 + 0.4 * lat) * this.radDeg)) / 0.8
};
},
/* mill_inv(x, y, c) {
return {
lat: (2.5 * Math.atan(Math.exp(0.8 * y / this.radius)) - 5 * Math.PI / 8) * this.degRad,
lng: (c * this.radDeg + x / this.radius) * this.degRad
};
}, */
merc(lat, lng, c) {
return {
x: this.radius * (lng - c) * this.radDeg,
y: - this.radius * Math.log(Math.tan(Math.PI / 4 + lat * Math.PI / 360))
};
},
/* merc_inv(x, y, c) {
return {
lat: (2 * Math.atan(Math.exp(y / this.radius)) - Math.PI / 2) * this.degRad,
lng: (c * this.radDeg + x / this.radius) * this.degRad
};
}, */
aea(lat, lng, c) {
var fi0 = 0,
lambda0 = c * this.radDeg,
fi1 = 29.5 * this.radDeg,
fi2 = 45.5 * this.radDeg,
fi = lat * this.radDeg,
lambda = lng * this.radDeg,
n = (Math.sin(fi1)+Math.sin(fi2)) / 2,
C = Math.cos(fi1)*Math.cos(fi1)+2*n*Math.sin(fi1),
theta = n*(lambda-lambda0),
ro = Math.sqrt(C-2*n*Math.sin(fi))/n,
ro0 = Math.sqrt(C-2*n*Math.sin(fi0))/n;
return {
x: ro * Math.sin(theta) * this.radius,
y: - (ro0 - ro * Math.cos(theta)) * this.radius
};
},
/* aea_inv(xCoord, yCoord, c) {
var x = xCoord / this.radius,
y = yCoord / this.radius,
fi0 = 0,
lambda0 = c * this.radDeg,
fi1 = 29.5 * this.radDeg,
fi2 = 45.5 * this.radDeg,
n = (Math.sin(fi1)+Math.sin(fi2)) / 2,
C = Math.cos(fi1)*Math.cos(fi1)+2*n*Math.sin(fi1),
ro0 = Math.sqrt(C-2*n*Math.sin(fi0))/n,
ro = Math.sqrt(x*x+(ro0-y)*(ro0-y)),
theta = Math.atan( x / (ro0 - y) );
return {
lat: (Math.asin((C - ro * ro * n * n) / (2 * n))) * this.degRad,
lng: (lambda0 + theta / n) * this.degRad
};
}, */
lcc(lat, lng, c) {
var fi0 = 0,
lambda0 = c * this.radDeg,
lambda = lng * this.radDeg,
fi1 = 33 * this.radDeg,
fi2 = 45 * this.radDeg,
fi = lat * this.radDeg,
n = Math.log(Math.cos(fi1) * (1 / Math.cos(fi2)) ) / Math.log(Math.tan(Math.PI / 4 + fi2 / 2) * (1 / Math.tan(Math.PI / 4 + fi1 / 2) )),
F = (Math.cos(fi1) * Math.pow(Math.tan(Math.PI / 4 + fi1 / 2 ), n )) / n,
ro = F * Math.pow(1 / Math.tan(Math.PI / 4 + fi / 2), n),
ro0 = F * Math.pow(1 / Math.tan(Math.PI / 4 + fi0 / 2), n);
return {
x: ro * Math.sin(n * (lambda - lambda0)) * this.radius,
y: - (ro0 - ro * Math.cos(n * (lambda - lambda0))) * this.radius
};
},
/* lcc_inv(xCoord, yCoord, c) {
var x = xCoord / this.radius,
y = yCoord / this.radius,
fi0 = 0,
lambda0 = c * this.radDeg,
fi1 = 33 * this.radDeg,
fi2 = 45 * this.radDeg,
n = Math.log( Math.cos(fi1) * (1 / Math.cos(fi2)) ) / Math.log( Math.tan( Math.PI / 4 + fi2 / 2) * (1 / Math.tan( Math.PI / 4 + fi1 / 2) ) ),
F = ( Math.cos(fi1) * Math.pow( Math.tan( Math.PI / 4 + fi1 / 2 ), n ) ) / n,
ro0 = F * Math.pow( 1 / Math.tan( Math.PI / 4 + fi0 / 2 ), n ),
ro = this.sgn(n) * Math.sqrt(x*x+(ro0-y)*(ro0-y)),
theta = Math.atan( x / (ro0 - y) );
return {
lat: (2 * Math.atan(Math.pow(F/ro, 1/n)) - Math.PI / 2) * this.degRad,
lng: (lambda0 + theta / n) * this.degRad
};
} */
}
Proj.degRad = 180 / Math.PI
Proj.radDeg = Math.PI / 180
Proj.radius = 6381372
export default Proj