zenith.c File Reference

Create observation geometry for zenith observations. More...

#include "jurassic.h"

Go to the source code of this file.

Functions
int	main (int argc, char *argv[])

Detailed Description

Create observation geometry for zenith observations.

Definition in file zenith.c.

Function Documentation

main()

int main	(	int	argc,
		char *	argv[]
	)

Definition at line 39 of file zenith.c.

                {
 
  static ctl_t ctl;
  static obs_t obs;
 
  /* Print usage information... */
  USAGE;
 
  /* Check arguments... */
  if (argc < 3)
    ERRMSG("Missing or invalid command-line arguments.\n\n"
           "Usage: zenith <ctl> <obs> [KEY VALUE ...]\n\n"
           "Use -h for full help.");
 
  /* Read control parameters... */
  read_ctl(argc, argv, &ctl);
  const double t0 = scan_ctl(argc, argv, "T0", -1, "0", NULL);
  const double t1 = scan_ctl(argc, argv, "T1", -1, "0", NULL);
  const double dt = scan_ctl(argc, argv, "DT", -1, "1", NULL);
  const double vpz = scan_ctl(argc, argv, "VPZ", -1, "700", NULL);
  const double theta0 = scan_ctl(argc, argv, "THETA0", -1, "-90.0", NULL);
  const double theta1 = scan_ctl(argc, argv, "THETA1", -1, "90.0", NULL);
  const double dtheta = scan_ctl(argc, argv, "DTHETA", -1, "3.0", NULL);
  const double obsz = scan_ctl(argc, argv, "OBSZ", -1, "0", NULL);
 
  /* Set distances... */
  const double ro = RE + obsz;  /* observer radius */
  const double rv = RE + vpz;   /* shell radius */
 
  /* Create measurement geometry... */
  for (double t = t0; t <= t1; t += dt) {
    for (double theta = theta0; theta <= theta1 + 1e-12; theta += dtheta) {
 
      /* Check number of ray paths... */
      if ((obs.nr) >= NR)
        ERRMSG("Too many rays!");
 
      /* Auxilary variables... */
      const double th = DEG2RAD(theta);
      const double sth = sin(th);
      const double cth = cos(th);
 
      /*
         Ray in local x-z plane:
         A = (0, 0, ro)
         u = (sin(th), 0, cos(th))  (|u|=1)
         P(s) = A + s u, s >= 0
 
         Intersect with sphere |P| = rv:
         s^2 + 2 ro cos(th) s + (ro^2 - rv^2) = 0
         Discriminant:
         disc = rv^2 - ro^2 sin^2(th)
       */
      double disc = rv * rv - ro * ro * sth * sth;
      if (disc < 0.0) {
        if (disc > -1e-12 * rv * rv)
          disc = 0.0;           // tolerate tiny negatives
        else
          continue;
      }
 
      /* If disc < 0, ray misses the shell: skip this ray */
      if (disc < 0.0)
        continue;
 
      /* Two intersections along the ray... */
      const double sq = sqrt(disc);
      const double s1 = -ro * cth - sq;
      const double s2 = -ro * cth + sq;
 
      /* Choose nearest forward intersection (smallest s >= 0)... */
      double s = DBL_MAX;
      if (s1 >= 0.0)
        s = s1;
      if (s2 >= 0.0 && s2 < s)
        s = s2;
 
      /* If both are behind observer, skip... */
      if (s == DBL_MAX)
        continue;
 
      /* Intersection point B in local x-z plane... */
      const double bx = s * sth;
      const double bz = ro + s * cth;
 
      /*
         Central angle beta = angle between OA (z-axis) and OB.
         In this local frame, OA is +z. For points in x-z plane:
         beta = atan2(bx, bz)
         This preserves sign (north/south) consistent with theta sign.
       */
      const double beta = atan2(bx, bz);
 
      /* Set observer and view point... */
      obs.time[obs.nr] = t;
      obs.obsz[obs.nr] = obsz;
      obs.vpz[obs.nr] = vpz;
 
      /* Stored as "view point latitude-like" angle for this 2-D meridional setup... */
      obs.vplat[obs.nr] = RAD2DEG(beta);
 
      /* Increment ray path counter... */
      obs.nr++;
    }
  }
 
  /* Write observation data... */
  write_obs(NULL, argv[2], &ctl, &obs, 0);
 
  return EXIT_SUCCESS;
}

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