*=======================================================================
*
* WCSLIB 8.3 - an implementation of the FITS WCS standard.
* Copyright (C) 1995-2024, Mark Calabretta
*
* This file is part of WCSLIB.
*
* WCSLIB is free software: you can redistribute it and/or modify it
* under the terms of the GNU Lesser General Public License as published
* by the Free Software Foundation, either version 3 of the License, or
* (at your option) any later version.
*
* WCSLIB is distributed in the hope that it will be useful, but WITHOUT
* ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or
* FITNESS FOR A PARTICULAR PURPOSE.  See the GNU Lesser General Public
* License for more details.
*
* You should have received a copy of the GNU Lesser General Public
* License along with WCSLIB.  If not, see http://www.gnu.org/licenses.
*
* Author: Mark Calabretta, Australia Telescope National Facility, CSIRO.
* http://www.atnf.csiro.au/people/Mark.Calabretta
* $Id: ttab3.f,v 8.3 2024/05/13 16:33:01 mcalabre Exp $
*=======================================================================

      PROGRAM TTAB3
*-----------------------------------------------------------------------
*
* TTAB3 tests the -TAB routines using PGPLOT for graphical display.  It
* constructs a table that approximates Bonne's projection and uses it to
* draw a graticule.
*
*-----------------------------------------------------------------------

*     Set up the lookup table.
      INTEGER   K1, K2, M
      PARAMETER (M = 2, K1 = 271, K2 = 235)

      INTEGER   K(M), MAP(M)
      DOUBLE PRECISION CRVAL(M)
      DATA K     /K1, K2/
      DATA MAP   /0, 1/
      DATA CRVAL /135D0, 95D0/

      INTEGER   CI, I, IK, ILAT, ILNG, IM, J, STAT(K1,K2), STATUS
      REAL      XR(361), YR(361)
      DOUBLE PRECISION COORD(M,K1,K2), WORLD(M,361), X(K1), XY(M,361),
     :          Y(K2)

*     On some systems, such as Sun Sparc, the structs MUST be aligned
*     on a double precision boundary, done here using equivalences.
*     Failure to do this may result in mysterious "bus errors".
      INCLUDE 'prj.inc'
      INCLUDE 'tab.inc'
      INTEGER   PRJ(PRJLEN), TAB(TABLEN)
      DOUBLE PRECISION DUMMY1, DUMMY2
      EQUIVALENCE (PRJ,DUMMY1), (TAB,DUMMY2)
*-----------------------------------------------------------------------

      WRITE (*, 10)
 10   FORMAT ('Testing WCSLIB inverse coordinate lookup table ',
     :        'routines (ttab3.f)',/,
     :        '-----------------------------------------------',
     :        '------------------',/)


*     PGPLOT initialization.
      CALL PGBEG (0, '/xwindow', 1, 1)
      CALL PGVSTD ()
      CALL PGSCH (0.7)
      CALL PGWNAD (-135.0, 135.0, -95.0, 140.0)
      CALL PGBOX ('BC', 0.0, 0, 'BC', 0.0, 0)

      CALL PGSCR (0, 0.00, 0.00, 0.00)
      CALL PGSCR (1, 1.00, 1.00, 0.00)
      CALL PGSCR (2, 1.00, 1.00, 1.00)
      CALL PGSCR (3, 0.50, 0.50, 0.80)
      CALL PGSCR (4, 0.80, 0.50, 0.50)
      CALL PGSCR (5, 0.80, 0.80, 0.80)
      CALL PGSCR (6, 0.50, 0.50, 0.80)
      CALL PGSCR (7, 0.80, 0.50, 0.50)
      CALL PGSCR (8, 0.30, 0.50, 0.30)


*     Set up the lookup table.
      STATUS = TABPTI (TAB, TAB_FLAG, -1, 0, 0)
      STATUS = TABINI(M, K, TAB)
      IF (STATUS.NE.0) THEN
        WRITE (*, 20) STATUS
 20     FORMAT ('TABINI ERROR',I2,'.')
        GO TO 999
      END IF

      STATUS = TABPTI (TAB, TAB_M, M, 0, 0)
      DO 40 IM = 1, M
        STATUS = TABPTI (TAB, TAB_K,     K(IM),     IM, 0)
        STATUS = TABPTI (TAB, TAB_MAP,   MAP(IM),   IM, 0)
        STATUS = TABPTD (TAB, TAB_CRVAL, CRVAL(IM), IM, 0)

        DO 30 IK = 1, K(IM)
          STATUS = TABPTD (TAB, TAB_INDEX, DBLE(IK-1), IM, IK)
 30     CONTINUE
 40   CONTINUE

*     Set up the lookup table to approximate Bonne's projection.
      DO 50 I = 1, K1
        X(I) = 136 - I
 50   CONTINUE
      DO 60 J = 1, K2
        Y(J) = J - 96
 60   CONTINUE

      STATUS = PRJINI (PRJ)
      STATUS = PRJPTD (PRJ, PRJ_PV, 35D0, 1)

*     Disable bounds checking (or alternatively, simply ignore
*     out-of-bounds errors).  This is necessary to provide continuity
*     beyond the -180 and +180 meridians, noting that bonx2s() computes
*     out-of-bounds values so as to provide continuity.
      STATUS = PRJPTI (PRJ, PRJ_BOUNDS, 0, 0)

      STATUS = BONX2S (PRJ, K1, K2, 1, 2, X, Y, COORD(1,1,1),
     :                 COORD(2,1,1), STAT)

      IK = 1
      DO 80 J = 1, K2
        DO 70 I = 1, K1
          STATUS = TABPTD (TAB, TAB_COORD, COORD(1,I,J), IK, 0)
          STATUS = TABPTD (TAB, TAB_COORD, COORD(2,I,J), IK+1, 0)
          IK = IK + 2
 70     CONTINUE
 80   CONTINUE


*     Draw meridians.
      CI = 1
      DO 110 ILNG = -180, 180, 15
        CI = CI + 1
        IF (CI.GT.7) CI = 2
        IF (ILNG.NE.0) THEN
          CALL PGSCI (CI)
        ELSE
          CALL PGSCI (1)
        END IF

        J = 0
        DO 90 ILAT = -90, 90
          J = J + 1
          WORLD(1,J) = DBLE(ILNG)
          WORLD(2,J) = DBLE(ILAT)
 90     CONTINUE

*       A fudge to account for the singularity at the poles.
        WORLD(1,1)   = 0D0
        WORLD(1,181) = 0D0

        STATUS = TABS2X (TAB, 181, 2, WORLD, XY, STAT)

        IK = 0
        DO 100 J = 1, 181
          IF (STAT(J,1).NE.0) THEN
            IF (IK.GT.1) CALL PGLINE (IK, XR, YR)
            IK = 0
            GO TO 100
          END IF

          IK = IK + 1
          XR(IK) = REAL(XY(1,J))
          YR(IK) = REAL(XY(2,J))
 100    CONTINUE

        CALL PGLINE (IK, XR, YR)
 110  CONTINUE


*     Draw parallels.
      CI = 1
      DO 140 ILAT = -75, 75, 15
        CI = CI + 1
        IF (CI.GT.7) CI = 2
        IF (ILAT.NE.0) THEN
          CALL PGSCI (CI)
        ELSE
          CALL PGSCI (1)
        END IF

        J = 0
        DO 120 ILNG = -180, 180
          J = J + 1
          WORLD(1,J) = DBLE(ILNG)
          WORLD(2,J) = DBLE(ILAT)
 120    CONTINUE

        STATUS = TABS2X (TAB, 361, 2, WORLD, XY, STAT)

        IK = 0
        DO 130 J = 1, 361
          IF (STAT(J,1).NE.0) THEN
            IF (IK.GT.1) CALL PGLINE (IK, XR, YR)
            IK = 0
            GO TO 130
          END IF

          IK = IK + 1
          XR(IK) = REAL(XY(1,J))
          YR(IK) = REAL(XY(2,J))
 130    CONTINUE

        CALL PGLINE (IK, XR, YR)
 140  CONTINUE

      CALL PGEND ()

 999  STATUS = TABFREE (TAB)

      END
