86 lines
		
	
	
		
			3.0 KiB
		
	
	
	
		
			Fortran
		
	
	
	
	
	
		
		
			
		
	
	
			86 lines
		
	
	
		
			3.0 KiB
		
	
	
	
		
			Fortran
		
	
	
	
	
	
|   | subroutine ephem(mjd0,dut,east_long,geodetic_lat,height,nspecial,     &
 | ||
|  |      RA,Dec,Az,El,techo,dop,fspread_1GHz,vr)
 | ||
|  | 
 | ||
|  |   implicit real*8 (a-h,o-z)
 | ||
|  |   real*8 jd                      !Time of observationa as a Julian Date
 | ||
|  |   real*8 mjd,mjd0                !Modified Julian Date
 | ||
|  |   real*8 prec(3,3)               !Precession matrix, J2000 to Date
 | ||
|  |   real*8 rmatn(3,3)              !Nutation matrix
 | ||
|  |   real*8 rme2000(6)              !Vector from Earth center to Moon, JD2000
 | ||
|  |   real*8 rmeDate(6)              !Vector from Earth center to Moon at Date
 | ||
|  |   real*8 rmeTrue(6)              !Include nutation
 | ||
|  |   real*8 raeTrue(6)              !Vector from Earth center to Obs at Date
 | ||
|  |   real*8 rmaTrue(6)              !Vector from Obs to Moon at Date
 | ||
|  |   logical km,bary                !Set km=.true. to get km, km/s from ephemeris
 | ||
|  |   common/stcomx/km,bary,pvsun(6) !Common used in JPL subroutines
 | ||
|  |   common/librcom/xl(2),b(2)
 | ||
|  | 
 | ||
|  |   twopi=8.d0*atan(1.d0)          !Define some constants
 | ||
|  |   rad=360.d0/twopi
 | ||
|  |   clight=2.99792458d5
 | ||
|  |   au2km=0.1495978706910000d9
 | ||
|  |   pi=0.5d0*twopi
 | ||
|  |   pio2=0.5d0*pi
 | ||
|  |   km=.true.
 | ||
|  |   freq=1000.0d6
 | ||
|  | 
 | ||
|  |   do jj=1,2
 | ||
|  |      mjd=mjd0
 | ||
|  |      if(jj.eq.1) mjd=mjd - 1.d0/1440.d0
 | ||
|  |      djutc=mjd
 | ||
|  |      jd=2400000.5d0 + mjd
 | ||
|  |      djtt=mjd + sla_DTT(jd)/86400.d0
 | ||
|  |      ttjd=jd + sla_DTT(jd)/86400.d0
 | ||
|  | 
 | ||
|  |      if(nspecial.ne.8) then
 | ||
|  |         call pleph(ttjd,10,3,rme2000)            !RME (J2000) from JPL ephemeris
 | ||
|  | 
 | ||
|  |         year=2000.d0 + (jd-2451545.d0)/365.25d0
 | ||
|  |         call sla_PREC (2000.0d0, year, prec)     !Get precession matrix
 | ||
|  |         rmeDate(1:3)=matmul(prec,rme2000(1:3))   !Moon geocentric xyz at Date
 | ||
|  |         rmeDate(4:6)=matmul(prec,rme2000(4:6))   !Moon geocentric vel at Date
 | ||
|  |      else
 | ||
|  |         call sla_DMOON(djtt,rmeDate)             !No JPL ephemeris, use DMOON
 | ||
|  |         rmeDate=rmeDate*au2km
 | ||
|  |      endif
 | ||
|  | 
 | ||
|  |      if(nspecial.eq.7) then
 | ||
|  |         rmeTrue=rmeDate
 | ||
|  |      else
 | ||
|  | !Nutation to true equinox of Date
 | ||
|  |         call sla_NUT(djtt,rmatn)
 | ||
|  |         call sla_DMXV(rmatn,rmeDate,rmeTrue)
 | ||
|  |         call sla_DMXV(rmatn,rmeDate(4),rmeTrue(4))
 | ||
|  |      endif
 | ||
|  | 
 | ||
|  | ! Local Apparent Sidereal Time:
 | ||
|  |      djut1=djutc + dut/86400.d0
 | ||
|  |      if(nspecial.eq.6) djut1=djutc
 | ||
|  |      xlast=sla_DRANRM(sla_GMST(djut1) + sla_EQEQX(djtt) + east_long)
 | ||
|  |      call sla_PVOBS(geodetic_lat,height,xlast,raeTrue)
 | ||
|  |      rmaTrue=rmeTrue - raeTrue*au2km
 | ||
|  | 
 | ||
|  |      if(nspecial.ne.2) then
 | ||
|  | ! Allow for planetary aberration
 | ||
|  |         tl=499.004782D0*SQRT(rmaTrue(1)**2 + rmaTrue(2)**2 + rmaTrue(3)**2)
 | ||
|  |         rmaTrue(1:3)=rmaTrue(1:3)-tl*rmaTrue(4:6)/au2km
 | ||
|  |      endif
 | ||
|  | 
 | ||
|  | !Topocentric RA, Dec, dist, velocity
 | ||
|  |      call sla_DC62S(rmaTrue,RA,Dec,dist,RAdot,DECdot,vr)
 | ||
|  |      dop=-2.d0 * freq * vr/clight                    !EME doppler shift
 | ||
|  |      techo=2.d0*dist/clight                          !Echo delay time (s)
 | ||
|  |      call libration(jd,RA,Dec,xl(jj),b(jj))
 | ||
|  |   enddo
 | ||
|  | 
 | ||
|  |   fspread_1GHz=0.0d0
 | ||
|  |   dldt=57.2957795131*(xl(2)-xl(1))
 | ||
|  |   dbdt=57.2957795131*(b(2)-b(1))
 | ||
|  |   rate=sqrt((2*dldt)**2 + (2*dbdt)**2)
 | ||
|  |   fspread_1GHz=0.5*6741*rate
 | ||
|  | 
 | ||
|  |   call sla_DE2H(xlast-RA,Dec,geodetic_lat,Az,El)
 | ||
|  | 
 | ||
|  |   return
 | ||
|  | end subroutine ephem
 |