转换East / Northing为纬度
我一直在不使用nuget包的情况下将北/东转换为纬/经。我确定我的UTM区域是30U（英国）。
如何在C＃中做到这一点？
使用this网站手动完成时。它提供正确的值和位置。 东航：426342北航：505339 纬度/经度应为：54.44277977022131，-1.5953328509040021
我以前在found上有一些关于stackoverflow的代码，但是它给了我错误的值。
utmZone =“ 30U”
public static LatLng ToLatLon(double utmX, double utmY, string utmZone)
{
bool isNorthHemisphere = utmZone.Last() >= 'N';
var diflat = -0.00066286966871111111111111111111111111;
var diflon = -0.0003868060578;
var zone = int.Parse(utmZone.Remove(utmZone.Length - 1));
var c_sa = 6378137.000000;
var c_sb = 6356752.314245;
var e2 = Math.Pow((Math.Pow(c_sa, 2) - Math.Pow(c_sb, 2)), 0.5) / c_sb;
var e2cuadrada = Math.Pow(e2, 2);
var c = Math.Pow(c_sa, 2) / c_sb;
var x = utmX - 500000;
var y = isNorthHemisphere ? utmY : utmY - 10000000;
var s = ((zone * 6.0) - 183.0);
var lat = y / (c_sa * 0.9996);
var v = (c / Math.Pow(1 + (e2cuadrada * Math.Pow(Math.Cos(lat), 2)), 0.5)) * 0.9996;
var a = x / v;
var a1 = Math.Sin(2 * lat);
var a2 = a1 * Math.Pow((Math.Cos(lat)), 2);
var j2 = lat + (a1 / 2.0);
var j4 = ((3 * j2) + a2) / 4.0;
var j6 = ((5 * j4) + Math.Pow(a2 * (Math.Cos(lat)), 2)) / 3.0;
var alfa = (3.0 / 4.0) * e2cuadrada;
var beta = (5.0 / 3.0) * Math.Pow(alfa, 2);
var gama = (35.0 / 27.0) * Math.Pow(alfa, 3);
var bm = 0.9996 * c * (lat - alfa * j2 + beta * j4 - gama * j6);
var b = (y - bm) / v;
var epsi = ((e2cuadrada * Math.Pow(a, 2)) / 2.0) * Math.Pow((Math.Cos(lat)), 2);
var eps = a * (1 - (epsi / 3.0));
var nab = (b * (1 - epsi)) + lat;
var senoheps = (Math.Exp(eps) - Math.Exp(-eps)) / 2.0;
var delt = Math.Atan(senoheps / (Math.Cos(nab)));
var tao = Math.Atan(Math.Cos(delt) * Math.Tan(nab));
double longitude = ((delt * (180.0 / Math.PI)) + s) + diflon;
double latitude = ((lat + (1 + e2cuadrada * Math.Pow(Math.Cos(lat), 2) - (3.0 / 2.0) * e2cuadrada * Math.Sin(lat) * Math.Cos(lat) * (tao - lat)) * (tao - lat)) * (180.0 / Math.PI)) + diflat;
return new LatLng
{
Latitude = latitude,
Longitude = longitude
};
}
2 个答案:
答案 0 :(得分：1)
请参考以下代码并运行LatLonConversions.ConvertOSToLatLon(426342, 505339)
public class LatLonConversions
{
const double a = 6377563.396;
const double b = 6356256.91;
const double e2 = (a - b) / a;
const double n0 = -100000;
const double e0 = 400000;
const double f0 = 0.999601272;
const double phi0 = 0.855211333;
const double lambda0 = -0.034906585;
const double n = (a - b) / (a + b);
static double lat, lng;
private LatLonConversions() { }
private static double Deg2Rad(double x)
{
return x * (Math.PI / 180);
}
private static double Rad2Deg(double x)
{
return x * (180 / Math.PI);
}
private static double SinSquared(double x)
{
return Math.Sin(x) * Math.Sin(x);
}
private static double TanSquared(double x)
{
return Math.Tan(x) * Math.Tan(x);
}
private static double Sec(double x)
{
return 1.0 / Math.Cos(x);
}
private static void OSGB36ToWGS84()
{
var airy1830 = new RefEll(6377563.396, 6356256.909);
var a = airy1830.maj;
var b = airy1830.min;
var eSquared = airy1830.ecc;
var phi = Deg2Rad(lat);
var lambda = Deg2Rad(lng);
var v = a / (Math.Sqrt(1 - eSquared * SinSquared(phi)));
var H = 0; // height
var x = (v + H) * Math.Cos(phi) * Math.Cos(lambda);
var y = (v + H) * Math.Cos(phi) * Math.Sin(lambda);
var z = ((1 - eSquared) * v + H) * Math.Sin(phi);
var tx = 446.448;
var ty = -124.157;
var tz = 542.060;
var s = -0.0000204894;
var rx = Deg2Rad(0.00004172222);
var ry = Deg2Rad(0.00006861111);
var rz = Deg2Rad(0.00023391666);
var xB = tx + (x * (1 + s)) + (-rx * y) + (ry * z);
var yB = ty + (rz * x) + (y * (1 + s)) + (-rx * z);
var zB = tz + (-ry * x) + (rx * y) + (z * (1 + s));
var wgs84 = new RefEll(6378137.000, 6356752.3141);
a = wgs84.maj;
b = wgs84.min;
eSquared = wgs84.ecc;
var lambdaB = Rad2Deg(Math.Atan(yB / xB));
var p = Math.Sqrt((xB * xB) + (yB * yB));
var phiN = Math.Atan(zB / (p * (1 - eSquared)));
for (var i = 1; i < 10; i++)
{
v = a / (Math.Sqrt(1 - eSquared * SinSquared(phiN)));
double phiN1 = Math.Atan((zB + (eSquared * v * Math.Sin(phiN))) / p);
phiN = phiN1;
}
var phiB = Rad2Deg(phiN);
lat = phiB;
lng = lambdaB;
}
public static LatLon ConvertOSToLatLon(double easting, double northing)
{
RefEll airy1830 = new RefEll(6377563.396, 6356256.909);
double OSGB_F0 = 0.9996012717;
double N0 = -100000.0;
double E0 = 400000.0;
double phi0 = Deg2Rad(49.0);
double lambda0 = Deg2Rad(-2.0);
double a = airy1830.maj;
double b = airy1830.min;
double eSquared = airy1830.ecc;
double phi = 0.0;
double lambda = 0.0;
double E = easting;
double N = northing;
double n = (a - b) / (a + b);
double M = 0.0;
double phiPrime = ((N - N0) / (a * OSGB_F0)) + phi0;
do
{
M =
(b * OSGB_F0)
* (((1 + n + ((5.0 / 4.0) * n * n) + ((5.0 / 4.0) * n * n * n))
* (phiPrime - phi0))
- (((3 * n) + (3 * n * n) + ((21.0 / 8.0) * n * n * n))
* Math.Sin(phiPrime - phi0)
* Math.Cos(phiPrime + phi0))
+ ((((15.0 / 8.0) * n * n) + ((15.0 / 8.0) * n * n * n))
* Math.Sin(2.0 * (phiPrime - phi0))
* Math.Cos(2.0 * (phiPrime + phi0)))
- (((35.0 / 24.0) * n * n * n)
* Math.Sin(3.0 * (phiPrime - phi0))
* Math.Cos(3.0 * (phiPrime + phi0))));
phiPrime += (N - N0 - M) / (a * OSGB_F0);
} while ((N - N0 - M) >= 0.001);
var v = a * OSGB_F0 * Math.Pow(1.0 - eSquared * SinSquared(phiPrime), -0.5);
var rho =
a
* OSGB_F0
* (1.0 - eSquared)
* Math.Pow(1.0 - eSquared * SinSquared(phiPrime), -1.5);
var etaSquared = (v / rho) - 1.0;
var VII = Math.Tan(phiPrime) / (2 * rho * v);
var VIII =
(Math.Tan(phiPrime) / (24.0 * rho * Math.Pow(v, 3.0)))
* (5.0
+ (3.0 * TanSquared(phiPrime))
+ etaSquared
- (9.0 * TanSquared(phiPrime) * etaSquared));
var IX =
(Math.Tan(phiPrime) / (720.0 * rho * Math.Pow(v, 5.0)))
* (61.0
+ (90.0 * TanSquared(phiPrime))
+ (45.0 * TanSquared(phiPrime) * TanSquared(phiPrime)));
var X = Sec(phiPrime) / v;
var XI =
(Sec(phiPrime) / (6.0 * v * v * v))
* ((v / rho) + (2 * TanSquared(phiPrime)));
var XII =
(Sec(phiPrime) / (120.0 * Math.Pow(v, 5.0)))
* (5.0
+ (28.0 * TanSquared(phiPrime))
+ (24.0 * TanSquared(phiPrime) * TanSquared(phiPrime)));
var XIIA =
(Sec(phiPrime) / (5040.0 * Math.Pow(v, 7.0)))
* (61.0
+ (662.0 * TanSquared(phiPrime))
+ (1320.0 * TanSquared(phiPrime) * TanSquared(phiPrime))
+ (720.0
* TanSquared(phiPrime)
* TanSquared(phiPrime)
* TanSquared(phiPrime)));
phi =
phiPrime
- (VII * Math.Pow(E - E0, 2.0))
+ (VIII * Math.Pow(E - E0, 4.0))
- (IX * Math.Pow(E - E0, 6.0));
lambda =
lambda0
+ (X * (E - E0))
- (XI * Math.Pow(E - E0, 3.0))
+ (XII * Math.Pow(E - E0, 5.0))
- (XIIA * Math.Pow(E - E0, 7.0));
lat = Rad2Deg(phi);
lng = Rad2Deg(lambda);
// convert to WGS84
OSGB36ToWGS84();
return new LatLon(lat, lng);
}
}
public class RefEll
{
public double maj, min, ecc;
public RefEll(double major, double minor)
{
maj = major;
min = minor;
ecc = ((major * major) - (minor * minor)) / (major * major);
}
}
public class LatLon
{
public double Latitude;
public double Longitude;
public LatLon()
{
Latitude = 0;
Longitude = 0;
}
public LatLon(double lat, double lon)
{
Latitude = lat;
Longitude = lon;
}
}
答案 1 :(得分：0)
我遇到了同样的问题。最终使用了这个库：https://github.com/Tronald/CoordinateSharp
此示例将返回以纬度十进制表示的确切位置。
UniversalTransverseMercator utm = new UniversalTransverseMercator("T", 30, 581177.3879, 4794824.5279);
Coordinate c = UniversalTransverseMercator.ConvertUTMtoLatLong(utm);
c.FormatOptions.Format = CoordinateFormatType.Decimal;
c.FormatOptions.Round = 7;
Debug.Log($"({c.Latitude}, {c.Longitude})");
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