/// <summary>
/// 交点法平曲线转线元法平曲线
/// </summary>
/// <param name="LE">线元法平曲线</param>
public void ToLE(out Horizontal_LE LE)
{
LE = new Horizontal_LE();
HCurve_LE c0;
HCurve_LE c1;
HCurve_LE c2;
HCurve_LE c3;
for (int i = 0; i < curves.Count; i++)
{
if (i == 0)
{
continue;
}
if (curves[i].R == 0)
{
c0 = new HCurve_LE(0, curves[i - 1].Khz, curves[i].azimuth,
curves[i - 1].Xhz, curves[i - 1].Yhz, 0, curves[i].Kzh - curves[i - 1].Khz);
LE.Add(c0);
continue;
}
c0 = new HCurve_LE(0, curves[i - 1].Khz, curves[i].azimuth,
curves[i - 1].Xhz, curves[i - 1].Yhz, 0, curves[i].Kzh - curves[i - 1].Khz);
c1 = new HCurve_LE(1, curves[i].Kzh, curves[i].azimuth, curves[i].Xzh,
curves[i].Yzh, curves[i].R, curves[i].Khy - curves[i].Kzh);
c3 = new HCurve_LE(3, curves[i].Khy, curves[i].Ahy, curves[i].Xhy,
curves[i].Yhy, curves[i].R, curves[i].Kyh - curves[i].Khy);
c2 = new HCurve_LE(2, curves[i].Kyh, curves[i].Ayh, curves[i].Xyh,
curves[i].Yyh, curves[i].R, curves[i].Khz - curves[i].Kyh);
LE.Add(c0);
LE.Add(c1);
LE.Add(c3);
LE.Add(c2);
}
}
/// <summary>
/// 添加平曲线元
/// </summary>
/// <param name="curve">平曲线元</param>
public void Add(HCurve_LE curve)
{
if (curves.Count == 0)
{
curves.Add(curve);
Kinfo k1 = new Kinfo();
k1.K0 = curve.K0;
k1.index0 = 0;
k1.K1 = curve.K1;
k1.index1 = 0;
Krange.Add(k1);
}
else if (curve.K0 == curves[curves.Count - 1].K1)
{
curves.Add(curve);
Kinfo k1 = new Kinfo();
k1.K0 = Krange[Krange.Count - 1].K0;
k1.index0 = Krange[Krange.Count - 1].index0;
k1.K1 = curve.K1;
k1.index1 = curves.Count - 1;
Krange.Add(k1);
}
else //曲线不连续时
{
curves.Add(curve);
Kinfo k1 = new Kinfo();
k1.K0 = curve.K0;
k1.index0 = curves.Count - 1;
k1.K1 = curve.K1;
k1.index1 = curves.Count - 1;
Krange.Add(k1);
}
}
