C Copyright(C) 1999-2020 National Technology & Engineering Solutions C of Sandia, LLC (NTESS). Under the terms of Contract DE-NA0003525 with C NTESS, the U.S. Government retains certain rights in this software. C C See packages/seacas/LICENSE for details SUBROUTINE GETTRN (ML, MS, MNNPS, NS, ISLIST, NINT, IFLINE, NLPS, & ILLIST, LINKL, LINKS, X, Y, NID, NNPS, ANGLE, NPER, I1, I2, & I3, I4, I5, I6, I7, I8, XCEN1, YCEN1, XCEN2, YCEN2, XMID1, & YMID1, XMID2, YMID2, CCW, HALFC, ERR) C*********************************************************************** C SUBROUTINE GETTRN = GETS THE APPROPRIATE SIDES, CORNERS, AND MIDPOINT C VALUES FOR A TRANSITION REGION C*********************************************************************** C SUBROUTINE CALLED BY: C QMESH = GENERATES QUAD ELEMENTS C*********************************************************************** C VARIABLES USED: C NNPS = ARRAY OF NUMBER OF NODES PER SIDE C CCW = .TRUE. IF THE SIDE IS ORIENTED CCW C NORM = .TRUE. IF THE FIRST SIDE IS TO BE TRIED AS THE BASE C*********************************************************************** DIMENSION NNPS(MNNPS), ISLIST(NS), LINKL(2, ML), LINKS(MS * 2) DIMENSION NINT (ML), NLPS (MS), IFLINE (MS), ILLIST (MS * 3) DIMENSION X (NPER), Y (NPER), NID (NPER), ANGLE (NPER) LOGICAL CCW, ERR, HALFC C CALCULATE THE NUMBER OF NODES PER SIDE CALL NPS (ML, MS, MNNPS, NS, ISLIST, NINT, IFLINE, NLPS, ILLIST, & LINKL, LINKS, NNPS, ERR) IF (ERR) RETURN IF (.NOT.CCW)CALL IREVER (NNPS, NS) C FIND THE BEST CORNER NODES IN THE LIST CALL PICKTR (NPER, X, Y, NID, ANGLE, HALFC, I1, I2, I3, I4, I5, & I6, I7, I8) C DEFINE THE MIDDLE POINT OF BOTH TRIANGLES AS THE AVERAGE C OF PROPORIONAL DIVISIONS OF SIDE DIVISION POINT TO OPPOSITE C TRIANGLE CORNER LINES C FOR THE FIRST TRIANGLE, C FIND DISTANCES FROM CORNER TO CORNER, AND CORNERS TO SIDE DIVISIONS INT = I6 - I4 PROP = DBLE(I6 - I5) / DBLE(INT) XMID1 = X (I3) + (PROP * (X (I7) - X (I3))) YMID1 = Y (I3) + (PROP * (Y (I7) - Y (I3))) D1 = SQRT ( (X (I5) - X (I3)) **2 + (Y (I5) - Y (I3)) **2) D2 = SQRT ( (X (I7) - X (I5)) **2 + (Y (I7) - Y (I5)) **2) D3 = SQRT ( (X (I3) - X (I7)) **2 + (Y (I3) - Y (I7)) **2) D1A = SQRT ( (X (I4) - X (I3)) **2 + (Y (I4) - Y (I3)) **2) D1B = SQRT ( (X (I5) - X (I4)) **2 + (Y (I5) - Y (I4)) **2) D2A = SQRT ( (X (I6) - X (I5)) **2 + (Y (I6) - Y (I5)) **2) D2B = SQRT ( (X (I7) - X (I6)) **2 + (Y (I7) - Y (I6)) **2) D3A = SQRT ( (XMID1 - X (I7)) **2 + (YMID1 - Y (I7)) **2) D3B = SQRT ( (X (I3) - XMID1) **2 + (Y (I3) - YMID1) **2) C GET MIDPOINT TRIALS 1, 2, AND 3 AS PROPORTIONS PRO1 = .5 * ( (D3A / D3) + (D1B / D1)) X1 = X (I6) - (PRO1 * (X (I6) - X (I3))) Y1 = Y (I6) - (PRO1 * (Y (I6) - Y (I3))) PRO2 = .5 * ( (D2B / D2) + (D1A / D1)) X2 = XMID1 - (PRO2 * (XMID1 - X (I5))) Y2 = YMID1 - (PRO2 * (YMID1 - Y (I5))) PRO3 = .5 * ( (D2A / D2) + (D3B / D3)) X3 = X (I4) - (PRO3 * (X (I4) - X (I7))) Y3 = Y (I4) - (PRO3 * (Y (I4) - Y (I7))) C AVERAGE POINTS TO GET THE FIRST CENTER XCEN1 = (X1 + X2 + X3) / 3. YCEN1 = (Y1 + Y2 + Y3) / 3. C FOR THE SECOND TRIANGLE, C FIND DISTANCES FROM CORNER TO CORNER, AND CORNERS TO SIDE DIVISIONS INT = I6 - I4 PROP = DBLE(NPER + 1 - I8) / DBLE(INT) XMID2 = X (I3) + (PROP * (X (I7) - X (I3))) YMID2 = Y (I3) + (PROP * (Y (I7) - Y (I3))) D1 = SQRT ( (X (I3) - X (I1)) **2 + (Y (I3) - Y (I1)) **2) D2 = SQRT ( (X (I7) - X (I3)) **2 + (Y (I7) - Y (I3)) **2) D3 = SQRT ( (X (I1) - X (I7)) **2 + (Y (I1) - Y (I7)) **2) D1A = SQRT ( (X (I2) - X (I1)) **2 + (Y (I2) - Y (I1)) **2) D1B = SQRT ( (X (I3) - X (I2)) **2 + (Y (I3) - Y (I2)) **2) D2A = SQRT ( (XMID2 - X (I3)) **2 + (YMID2 - Y (I3)) **2) D2B = SQRT ( (X (I7) - XMID2) **2 + (Y (I7) - YMID2) **2) D3A = SQRT ( (X (I8) - X (I7)) **2 + (Y (I8) - Y (I7)) **2) D3B = SQRT ( (X (I1) - X (I8)) **2 + (Y (I1) - Y (I8)) **2) C GET MIDPOINT TRIALS 1, 2, AND 3 AS PROPORTIONS PRO1 = .5 * ((D3A / D3) + (D1B / D1)) X1 = XMID2 - (PRO1 * (XMID2 - X (I1))) Y1 = YMID2 - (PRO1 * (YMID2 - Y (I1))) PRO2 = .5 * ((D2B / D2) + (D1A / D1)) X2 = X (I8) - (PRO2 * (X (I8) - X (I3))) Y2 = Y (I8) - (PRO2 * (Y (I8) - Y (I3))) PRO3 = .5 * ((D2A / D2) + (D3B / D3)) X3 = X (I2) - (PRO3 * (X (I2) - X (I7))) Y3 = Y (I2) - (PRO3 * (Y (I2) - Y (I7))) C AVERAGE POINTS TO GET THE CENTER XCEN2 = (X1 + X2 + X3) / 3. YCEN2 = (Y1 + Y2 + Y3) / 3. ERR = .FALSE. RETURN END