public void RTest(double jd, double expectedResult)
{
double result = AASVSOP87D_Jupiter.R(jd);
Assert.Equal(expectedResult, result);
}
public static double RadiusVector(double JD, bool bHighPrecision)
{
if (bHighPrecision)
{
return(AASVSOP87D_Jupiter.R(JD));
}
double rho = (JD - 2451545) / 365250;
double rhosquared = rho * rho;
double rhocubed = rhosquared * rho;
double rho4 = rhocubed * rho;
double rho5 = rho4 * rho;
//Calculate R0
int nR0Coefficients = g_R0JupiterCoefficients.Length;
double R0 = 0;
int i;
for (i = 0; i < nR0Coefficients; i++)
{
R0 += g_R0JupiterCoefficients[i].A * Math.Cos(g_R0JupiterCoefficients[i].B + g_R0JupiterCoefficients[i].C * rho);
}
//Calculate R1
int nR1Coefficients = g_R1JupiterCoefficients.Length;
double R1 = 0;
for (i = 0; i < nR1Coefficients; i++)
{
R1 += g_R1JupiterCoefficients[i].A * Math.Cos(g_R1JupiterCoefficients[i].B + g_R1JupiterCoefficients[i].C * rho);
}
//Calculate R2
int nR2Coefficients = g_R2JupiterCoefficients.Length;
double R2 = 0;
for (i = 0; i < nR2Coefficients; i++)
{
R2 += g_R2JupiterCoefficients[i].A * Math.Cos(g_R2JupiterCoefficients[i].B + g_R2JupiterCoefficients[i].C * rho);
}
//Calculate R3
int nR3Coefficients = g_R3JupiterCoefficients.Length;
double R3 = 0;
for (i = 0; i < nR3Coefficients; i++)
{
R3 += g_R3JupiterCoefficients[i].A * Math.Cos(g_R3JupiterCoefficients[i].B + g_R3JupiterCoefficients[i].C * rho);
}
//Calculate R4
int nR4Coefficients = g_R4JupiterCoefficients.Length;
double R4 = 0;
for (i = 0; i < nR4Coefficients; i++)
{
R4 += g_R4JupiterCoefficients[i].A * Math.Cos(g_R4JupiterCoefficients[i].B + g_R4JupiterCoefficients[i].C * rho);
}
//Calculate R5
int nR5Coefficients = g_R5JupiterCoefficients.Length;
double R5 = 0;
for (i = 0; i < nR5Coefficients; i++)
{
R5 += g_R5JupiterCoefficients[i].A * Math.Cos(g_R5JupiterCoefficients[i].B + g_R5JupiterCoefficients[i].C * rho);
}
return((R0 + R1 * rho + R2 * rhosquared + R3 * rhocubed + R4 * rho4 + R5 * rho5) / 100000000);
}