R/planetRTScalc2.R

Defines functions planetRTScalc2

planetRTScalc2 <-
function(planet = c("mercury", "venus", "mars",
                 "jupiter", "saturn", "uranus", "neptune", "pluto"),
                 JD, longitude, latitude, zone,
                 type = c("rise", "transit", "set")) {
  planet <- match.arg(planet)
  type <- match.arg(type)
  switch(planet, mercury = {
    Details1 = CAAElliptical_Calculate_Mercury(JD - 1)
    Alpha1 = Details1$ApparentGeocentricRA;
    Delta1 = Details1$ApparentGeocentricDeclination;

    Details2 = CAAElliptical_Calculate_Mercury(JD)
    Alpha2 = Details2$ApparentGeocentricRA;
    Delta2 = Details2$ApparentGeocentricDeclination;

    Details3 = CAAElliptical_Calculate_Mercury(JD + 1)
    Alpha3 = Details3$ApparentGeocentricRA;
    Delta3 = Details3$ApparentGeocentricDeclination;
  },
     venus = {
    Details1 = CAAElliptical_Calculate_Venus(JD - 1)
    Alpha1 = Details1$ApparentGeocentricRA;
    Delta1 = Details1$ApparentGeocentricDeclination;

    Details2 = CAAElliptical_Calculate_Venus(JD)
    Alpha2 = Details2$ApparentGeocentricRA;
    Delta2 = Details2$ApparentGeocentricDeclination;

    Details3 = CAAElliptical_Calculate_Venus(JD + 1)
    Alpha3 = Details3$ApparentGeocentricRA;
    Delta3 = Details3$ApparentGeocentricDeclination;
  },
     mars = {
    Details1 = CAAElliptical_Calculate_Mars(JD - 1)
    Alpha1 = Details1$ApparentGeocentricRA;
    Delta1 = Details1$ApparentGeocentricDeclination;

    Details2 = CAAElliptical_Calculate_Mars(JD)
    Alpha2 = Details2$ApparentGeocentricRA;
    Delta2 = Details2$ApparentGeocentricDeclination;

    Details3 = CAAElliptical_Calculate_Mars(JD + 1)
    Alpha3 = Details3$ApparentGeocentricRA;
    Delta3 = Details3$ApparentGeocentricDeclination;
  },
     jupiter = {
    Details1 = CAAElliptical_Calculate_Jupiter(JD - 1)
    Alpha1 = Details1$ApparentGeocentricRA;
    Delta1 = Details1$ApparentGeocentricDeclination;

    Details2 = CAAElliptical_Calculate_Jupiter(JD)
    Alpha2 = Details2$ApparentGeocentricRA;
    Delta2 = Details2$ApparentGeocentricDeclination;

    Details3 = CAAElliptical_Calculate_Jupiter(JD + 1)
    Alpha3 = Details3$ApparentGeocentricRA;
    Delta3 = Details3$ApparentGeocentricDeclination;
  },
     saturn = {
    Details1 = CAAElliptical_Calculate_Saturn(JD - 1)
    Alpha1 = Details1$ApparentGeocentricRA;
    Delta1 = Details1$ApparentGeocentricDeclination;

    Details2 = CAAElliptical_Calculate_Saturn(JD)
    Alpha2 = Details2$ApparentGeocentricRA;
    Delta2 = Details2$ApparentGeocentricDeclination;

    Details3 = CAAElliptical_Calculate_Saturn(JD + 1)
    Alpha3 = Details3$ApparentGeocentricRA;
    Delta3 = Details3$ApparentGeocentricDeclination;
  },
     uranus = {
    Details1 = CAAElliptical_Calculate_Uranus(JD - 1)
    Alpha1 = Details1$ApparentGeocentricRA;
    Delta1 = Details1$ApparentGeocentricDeclination;

    Details2 = CAAElliptical_Calculate_Uranus(JD)
    Alpha2 = Details2$ApparentGeocentricRA;
    Delta2 = Details2$ApparentGeocentricDeclination;

    Details3 = CAAElliptical_Calculate_Uranus(JD + 1)
    Alpha3 = Details3$ApparentGeocentricRA;
    Delta3 = Details3$ApparentGeocentricDeclination;
  },
    neptune = {
    Details1 = CAAElliptical_Calculate_Neptune(JD - 1)
    Alpha1 = Details1$ApparentGeocentricRA;
    Delta1 = Details1$ApparentGeocentricDeclination;

    Details2 = CAAElliptical_Calculate_Neptune(JD)
    Alpha2 = Details2$ApparentGeocentricRA;
    Delta2 = Details2$ApparentGeocentricDeclination;

    Details3 = CAAElliptical_Calculate_Neptune(JD + 1)
    Alpha3 = Details3$ApparentGeocentricRA;
    Delta3 = Details3$ApparentGeocentricDeclination;
  },
     pluto = {
    Details1 = CAAElliptical_Calculate_Pluto(JD - 1)
    Alpha1 = Details1$ApparentGeocentricRA;
    Delta1 = Details1$ApparentGeocentricDeclination;

    Details2 = CAAElliptical_Calculate_Pluto(JD)
    Alpha2 = Details2$ApparentGeocentricRA;
    Delta2 = Details2$ApparentGeocentricDeclination;

    Details3 = CAAElliptical_Calculate_Pluto(JD + 1)
    Alpha3 = Details3$ApparentGeocentricRA;
    Delta3 = Details3$ApparentGeocentricDeclination;
  }
    )
  RiseTransitSetTime = CAARiseTransitSet_Calculate(JD,
        Alpha1, Delta1, Alpha2, Delta2, Alpha3, Delta3,
        longitude, latitude, -0.5667);

  switch(type,
    rise = {
    rtsJD = (JD + (RiseTransitSetTime$details.Rise / 24.00));
  },
    set = {
    rtsJD = (JD + (RiseTransitSetTime$details.Set / 24.00));
  },
    transit = {
    rtsJD = (JD + (RiseTransitSetTime$details.Transit / 24.00));
  }
    )
  lclJD = rtsJD - (zone / 24.00);
  names(lclJD) <- paste(type, "of", planet, collapse = " ")
  class(lclJD) <- "RTS"
  return(lclJD)
}
helixcn/ephem documentation built on March 31, 2021, 5:45 a.m.