//反算数据读取
public void Readfile2(out double a, out double f, out List <DGeoLine> DLines, out List <GeoLine> Clines)
{
GeoLine cline;
DGeoLine dline;
a = 0;
f = 0;
Clines = new List <GeoLine>();
DLines = new List <DGeoLine>();
OpenFileDialog file = new OpenFileDialog();
file.Filter = "All files(*.*)|*.*|text files(*.txt)|*.txt";
file.FilterIndex = 2;
file.InitialDirectory = Application.StartupPath;
file.RestoreDirectory = true;
if (file.ShowDialog() == DialogResult.OK)
{
string path = file.FileName.ToString();
var reader = new StreamReader(path);
string str = reader.ReadLine();
var arr = str.Split(',');
a = double.Parse(arr[0]);
f = 1.0 / double.Parse(arr[1]);
str = reader.ReadLine();
while (str != null)
{
cline = new GeoLine();
dline = new DGeoLine();
arr = str.Split(',');
cline.Name1 = arr[0];
cline.B1 = double.Parse(arr[1]);
cline.L1 = double.Parse(arr[2]);
cline.Name2 = arr[3];
cline.B2 = double.Parse(arr[4]);
cline.L2 = double.Parse(arr[5]);
Clines.Add(cline);
dline.Name1 = cline.Name1;
dline.B1 = Dms2Str(cline.B1);
dline.L1 = Dms2Str(cline.L1);
dline.B2 = Dms2Str(cline.B2);
dline.L2 = Dms2Str(cline.L2);
dline.Name2 = cline.Name2;
DLines.Add(dline);
str = reader.ReadLine();
}
}
else
{
return;
}
}
//反算公式
public void GeoLineFan(double a, double f, GeoLine G, out double S, out double A1, out double A2)
{
G.B1 = Dms2Rad(G.B1);
G.B2 = Dms2Rad(G.B2);
G.L1 = Dms2Rad(G.L1);
G.L2 = Dms2Rad(G.L2);
double e1 = Math.Sqrt((2 - f) * f);
double u1, u2;
double l;
u1 = Math.Atan(Math.Sqrt(1 - e1 * e1) * Math.Tan(G.B1));
u2 = Math.Atan(Math.Sqrt(1 - e1 * e1) * Math.Tan(G.B2));
l = G.L2 - G.L1;
double a1, a2, b1, b2;
a1 = Math.Sin(u1) * Math.Sin(u2);
a2 = Math.Cos(u1) * Math.Cos(u2);
b1 = Math.Cos(u1) * Math.Sin(u2);
b2 = Math.Sin(u1) * Math.Cos(u2);
double namda, delta, delta1, sigma, sigma1;
double A, B, C, arfa, beta, gama;
double p, q, sinA0;
delta = 0;
//循环体
do
{
namda = l + delta;
p = Math.Cos(u2) * Math.Sin(namda);
q = b1 - b2 * Math.Cos(namda);
G.A1 = Math.Atan(p / q);
if (p > 0)
{
if (q > 0)
{
G.A1 = Math.Abs(G.A1);
}
else
{
G.A1 = Math.PI - Math.Abs(G.A1);
}
}
else
{
if (q > 0)
{
G.A1 = 2 * Math.PI - Math.Abs(G.A1);
}
else
{
G.A1 = Math.PI + Math.Abs(G.A1);
}
}
if (G.A1 < 0)
{
G.A1 = G.A1 + 2 * Math.PI;
}
if (G.A1 > 2 * Math.PI)
{
G.A1 = G.A1 - 2 * Math.PI;
}
sigma = Math.Atan((p * Math.Sin(G.A1) + q * Math.Cos(G.A1)) / (a1 + a2 * Math.Cos(namda)));
if (a1 + a2 * Math.Cos(namda) > 0)
{
sigma = Math.Abs(sigma);
}
else
{
sigma = Math.PI - Math.Abs(sigma);
}
sinA0 = Math.Cos(u1) * Math.Sin(G.A1);
sigma1 = Math.Atan(Math.Tan(u1) / Math.Cos(G.A1));
ParameterCal(a, f, sinA0, out A, out B, out C, out arfa, out beta, out gama);
delta1 = delta;
delta = (arfa * sigma + beta * Math.Cos(2 * sigma1 + sigma) * Math.Sin(sigma) + gama * Math.Sin(2 * sigma) * Math.Cos(4 * sigma1 + 2 * sigma)) * sinA0;
} while (Math.Abs(delta - delta1) > 1e-10);
sigma1 = Math.Atan(Math.Tan(u1) / Math.Cos(G.A1));
G.S = ((sigma - B * Math.Sin(sigma) * Math.Cos(2 * sigma1 + sigma) - C * Math.Sin(2 * sigma) * Math.Cos(4 * sigma1 + 2 * sigma))) / A;
G.A2 = Math.Atan(Math.Cos(u1) * Math.Sin(namda) / (b1 * Math.Cos(namda) - b2));
if (G.A2 < 0)
{
G.A2 = G.A2 + Math.PI * 2;
}
if (G.A2 > Math.PI * 2.0)
{
G.A2 = G.A2 - Math.PI * 2;
}
if (G.A1 < Math.PI && G.A2 < Math.PI)
{
G.A2 = G.A2 + Math.PI;
}
if (G.A1 > Math.PI && G.A2 > Math.PI)
{
G.A2 = G.A2 - Math.PI;
}
S = G.S;
A1 = G.A1;
A2 = G.A2;
}