public void Subtract()
{
JulianDate jd = new JulianDate(new DateTime(2003, 1, 1));
double JD = jd.ToDouble() - 1.5;
Assert.That(jd - JD, Is.EqualTo(1.5));
}
public void Conversion()
{
JulianDate jd = new JulianDate(new DateTime(2003, 1, 1));
double JD = jd.ToDouble();
Assert.AreEqual(JD, 2452640.5);
}
public void AddSecond()
{
JulianDate jd = new JulianDate(new DateTime(2003, 1, 1));
JulianDate jd1 = new JulianDate(jd);
jd1.AddSeconds(24);
Assert.That(jd1 - jd, Is.EqualTo(24.0 / (3600 * 24)).Within(0.00000000000001));
DateTime dt = jd1.ToDateTime();
Assert.That(dt.Second, Is.EqualTo(24));
}
public double Subtract(JulianDate aJD)
{
_Day -= aJD._Day;
_Fraction -= aJD._Fraction;
if (_Fraction < 0.0)
{
_Fraction += 1.0;
_Day -= 1;
}
return(ToDouble());
}
public void TestEquinox()
{
JulianDate jd = new JulianDate(new DateTime(2003, 1, 1));
Nutation nut = new Nutation(jd);
Assert.That(nut.EquationOfEquinox, Is.EqualTo(-0.9381).Within(0.00005));
Assert.That(nut.DeltaPsi, Is.EqualTo(-15.340).Within(0.0005));
Assert.That(nut.DeltaEpsilon, Is.EqualTo(3.024).Within(0.0005));
Assert.That(nut.Epsilon.Seconds, Is.EqualTo(23.068));
jd = new JulianDate(new DateTime(2003, 2, 1));
nut = new Nutation(jd);
Assert.That(nut.EquationOfEquinox, Is.EqualTo(-0.8444).Within(0.00005));
Assert.That(nut.DeltaPsi, Is.EqualTo(-13.808).Within(0.0005));
Assert.That(nut.DeltaEpsilon, Is.EqualTo(3.782).Within(0.0005));
//Assert.That(nut.Epsilon, Is.EqualTo(Angle.FromDegrees(23, 26, 23.068)));
}
public Nutation(JulianDate aJD)
{
_d = aJD - JulianDate.J2000;
_T = _d / 36525;
Angle c0 = Angle.FromDegrees(134, 57, 46.733);
Angle c1 = Angle.FromDegrees(1325 * 360) + Angle.FromDegrees(198, 52, 2.633);
Angle c2 = Angle.FromDegrees(0, 0, 31.310);
Angle c3 = Angle.FromDegrees(0, 0, 0.064);
Angle l = TimeSeries(_T, c0, c1, c2, c3);
c0 = Angle.FromDegrees(357, 31, 39.804);
c1 = Angle.FromDegrees(99 * 360) + Angle.FromDegrees(359, 3, 1.224);
c2 = -1 * Angle.FromDegrees(0, 0, 0.577);
c3 = -1 * Angle.FromDegrees(0, 0, 0.012);
Angle lp = TimeSeries(_T, c0, c1, c2, c3);
c0 = Angle.FromDegrees(93, 16, 18.877);
c1 = Angle.FromDegrees(1342 * 360) + Angle.FromDegrees(82, 1, 3.137);
c2 = -1 * Angle.FromDegrees(0, 0, 13.257);
c3 = Angle.FromDegrees(0, 0, 0.011);
Angle F = TimeSeries(_T, c0, c1, c2, c3);
c0 = Angle.FromDegrees(297, 51, 1.307);
c1 = Angle.FromDegrees(1236 * 360) + Angle.FromDegrees(307, 6, 41.328);
c2 = -1 * Angle.FromDegrees(0, 0, 6.891);
c3 = Angle.FromDegrees(0, 0, 0.019);
Angle D = TimeSeries(_T, c0, c1, c2, c3);
c0 = Angle.FromDegrees(125, 2, 40.280);
c1 = -1 * (Angle.FromDegrees(5 * 360) + Angle.FromDegrees(134, 8, 10.539));
c2 = Angle.FromDegrees(0, 0, 7.455);
c3 = Angle.FromDegrees(0, 0, 0.008);
Angle Omega = TimeSeries(_T, c0, c1, c2, c3);
Angle[] FA = new Angle[] {
l, lp, F, D, Omega
};
Angle _Epsilon0 = TimeSeries(_T,
Angle.FromDegrees(23, 26, 21.488),
-1 * Angle.FromDegrees(0, 0, 46.8150),
-1 * Angle.FromDegrees(0, 0, 0.00059),
Angle.FromDegrees(0, 0, 0.001813));
double deltaPsi = 0.0;
double deltaEpsilon = 0.0;
for (int i = 0; i < coeffList.Length; i++)
{
Angle Ai = new Angle();
coeff coefficient = coeffList[i];
double Si = (coefficient.S[0] + coefficient.S[1] * _T) / 10000.0;
double Ci = (coefficient.C[0] + coefficient.C[1] * _T) / 10000.0;
for (int j = 0; j < FA.Length; j++)
{
Ai += FA[j] * coeffList[i].coefficients[j];
}
deltaPsi += Si * Angle.Sin(Ai);
deltaEpsilon += Ci * Angle.Cos(Ai);
}
//for (int i = 0; i < correctionList.Length; i++)
//{
// Angle Ai = new Angle();
// correction corr = correctionList[i];
// for (int j = 0; j < FA.Length; j++)
// {
// Ai += FA[j] * corr.coefficients[j];
// }
// deltaPsi += corr.LS * Angle.Sin(Ai) + corr.LC * Angle.Cos(Ai);
// deltaEpsilon += corr.OC * Angle.Cos(Ai) + corr.OS * Angle.Sin(Ai);
//}
_Epsilon = _Epsilon0 + Angle.FromDegrees(0, 0, deltaEpsilon);
_EE = (deltaPsi * Angle.Cos(Epsilon) + 0.00264 * Angle.Sin(Omega) + 0.000063 * Angle.Sin(2.0 * Omega)) / 15.0;
_DeltaPsi = deltaPsi;
_DeltaEpsilon = deltaEpsilon;
}
public double BesselianCentury(JulianDate aJD)
{
double days = this - aJD;
return(days / 36525);
}
public JulianDate(JulianDate aJD)
{
_Day = aJD._Day;
_Fraction = aJD._Fraction;
}
static void Main(string[] args)
{
JulianDate jd = new JulianDate(new DateTime(2003, 1, 1, 12, 42, 10, 500));
DateTime result = jd.ToDateTime();
}
private static double JdToGMST(JulianDate aJD)
{
double Tu = aJD.BesselianCentury(JulianDate.J2000);
double gmst = 24110.54841 + (8640184.812866 + (0.093104 - 6.2e-6 * Tu) * Tu) * Tu;
return gmst;
}
public Nutation(JulianDate aJD)
{
_d = aJD - JulianDate.J2000;
_T = _d / 36525;
Angle c0 = Angle.FromDegrees(134, 57, 46.733);
Angle c1 = Angle.FromDegrees(1325 * 360) + Angle.FromDegrees(198, 52, 2.633);
Angle c2 = Angle.FromDegrees(0, 0, 31.310);
Angle c3 = Angle.FromDegrees(0, 0, 0.064);
Angle l = TimeSeries(_T, c0, c1, c2, c3);
c0 = Angle.FromDegrees(357, 31, 39.804);
c1 = Angle.FromDegrees(99 * 360) + Angle.FromDegrees(359, 3, 1.224);
c2 = -1 * Angle.FromDegrees(0, 0, 0.577);
c3 = -1 * Angle.FromDegrees(0, 0, 0.012);
Angle lp = TimeSeries(_T, c0, c1, c2, c3);
c0 = Angle.FromDegrees(93, 16, 18.877);
c1 = Angle.FromDegrees(1342 * 360) + Angle.FromDegrees(82, 1, 3.137);
c2 = -1 * Angle.FromDegrees(0, 0, 13.257);
c3 = Angle.FromDegrees(0, 0, 0.011);
Angle F = TimeSeries(_T, c0, c1, c2, c3);
c0 = Angle.FromDegrees(297, 51, 1.307);
c1 = Angle.FromDegrees(1236 * 360) + Angle.FromDegrees(307, 6, 41.328);
c2 = -1 * Angle.FromDegrees(0, 0, 6.891);
c3 = Angle.FromDegrees(0, 0, 0.019);
Angle D = TimeSeries(_T, c0, c1, c2, c3);
c0 = Angle.FromDegrees(125, 2, 40.280);
c1 = -1 * (Angle.FromDegrees(5 * 360) + Angle.FromDegrees(134, 8, 10.539));
c2 = Angle.FromDegrees(0, 0, 7.455);
c3 = Angle.FromDegrees(0, 0, 0.008);
Angle Omega = TimeSeries(_T, c0, c1, c2, c3);
Angle[] FA = new Angle[] {
l, lp, F, D, Omega
};
Angle _Epsilon0 = TimeSeries(_T,
Angle.FromDegrees(23, 26, 21.488),
-1 * Angle.FromDegrees(0, 0, 46.8150),
-1 * Angle.FromDegrees(0, 0, 0.00059),
Angle.FromDegrees(0, 0, 0.001813));
double deltaPsi = 0.0;
double deltaEpsilon = 0.0;
for (int i = 0; i < coeffList.Length; i++)
{
Angle Ai = new Angle();
coeff coefficient = coeffList[i];
double Si = (coefficient.S[0] + coefficient.S[1] * _T) / 10000.0;
double Ci = (coefficient.C[0] + coefficient.C[1] * _T) / 10000.0;
for (int j = 0; j < FA.Length; j++)
{
Ai += FA[j] * coeffList[i].coefficients[j];
}
deltaPsi += Si * Angle.Sin(Ai);
deltaEpsilon += Ci * Angle.Cos(Ai);
}
//for (int i = 0; i < correctionList.Length; i++)
//{
// Angle Ai = new Angle();
// correction corr = correctionList[i];
// for (int j = 0; j < FA.Length; j++)
// {
// Ai += FA[j] * corr.coefficients[j];
// }
// deltaPsi += corr.LS * Angle.Sin(Ai) + corr.LC * Angle.Cos(Ai);
// deltaEpsilon += corr.OC * Angle.Cos(Ai) + corr.OS * Angle.Sin(Ai);
//}
_Epsilon = _Epsilon0 + Angle.FromDegrees(0, 0, deltaEpsilon);
_EE = (deltaPsi * Angle.Cos(Epsilon) + 0.00264 * Angle.Sin(Omega) + 0.000063 * Angle.Sin(2.0 * Omega)) / 15.0;
_DeltaPsi = deltaPsi;
_DeltaEpsilon = deltaEpsilon;
}
public double Subtract(JulianDate aJD)
{
_Day -= aJD._Day;
_Fraction -= aJD._Fraction;
if (_Fraction < 0.0)
{
_Fraction += 1.0;
_Day -= 1;
}
return ToDouble();
}
public double BesselianCentury(JulianDate aJD)
{
double days = this - aJD;
return days / 36525;
}
public JulianDate(JulianDate aJD)
{
_Day = aJD._Day;
_Fraction = aJD._Fraction;
}
public void ReverseConvert()
{
DateTime dt = new DateTime(2003, 3, 5, 13, 22, 4);
JulianDate jd = new JulianDate(dt);
Assert.That(dt, Is.EqualTo(jd.ToDateTime()));
}
public void ImplicitToDouble()
{
JulianDate jd = new JulianDate(new DateTime(2003, 1, 1));
double jdd = jd;
Assert.That(jdd, Is.EqualTo(jd.ToDouble()));
}