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<!DOCTYPE HTML PUBLIC "-//IETF//DTD HTML 3.2 Final//FR"><!-- Converted with LaTeX2HTML 95.1 (Fri Jan 20 1995) --><!-- by Nikos Drakos (nikos@cbl.leeds.ac.uk), CBLU, University of Leeds --><!-- Modified Simulog 03/97 --><HTML><HEAD><TITLE>3.2.6 Some utilization examples</TITLE><LINK REL=STYLESHEET TYPE="text/css"	HREF="./Modulef.css" TITLE="Modulef CSS"><meta name="description" value="3.2.6 Some utilization examples"><meta name="keywords" value="Guide3"><meta name="resource-type" value="document"><meta name="distribution" value="global"></HEAD><BODY BGCOLOR="#FFFFFF"><P> <IMG SRC="../icons/smallmod.gif" WIDTH=211 HEIGHT=50 ALIGN=BOTTOM	ALT="Modulef"><A NAME=tex2html1479 HREF="node50.html"><IMG BORDER=0 ALIGN=BOTTOM SRC="../icons/previous_motif.gif"	ALT="previous"></A><A NAME=tex2html1483 HREF="node45.html"><IMG BORDER=0 ALIGN=BOTTOM SRC="../icons/up_motif.gif"	ALT="up"></A><A NAME=tex2html1485 HREF="node52.html"><IMG BORDER=0 ALIGN=BOTTOM SRC="../icons/next_motif.gif"	ALT="next"></A><A NAME=tex2html1487 HREF="node2.html"><IMG BORDER=0 ALIGN=BOTTOM SRC="../icons/contents_motif.gif"	ALT="contents"></A><A NAME=tex2html1488 HREF="node28.html"><IMG BORDER=0 ALIGN=BOTTOM SRC="../icons/index_motif.gif"	ALT="index"></A><A HREF="../Guide3-18/node51.html"><IMG BORDER=0 SRC="../icons/zoom18.gif" ALIGN=BOTTOM	ALT="[BIG]"></A><A HREF="../Guide3-14/node51.html"><IMG BORDER=0 SRC="../icons/zoom14.gif" ALIGN=BOTTOM	ALT="[Normal]"></A><A HREF="../Guide3-10/node51.html"><IMG BORDER=0 SRC="../icons/zoom10.gif" ALIGN=BOTTOM	ALT="[small]"></A><BR><B> Next: </B> <A NAME=tex2html1486 HREF="node52.html">3.3 Extrusion method (cylindrical topology)</A><B>Up: </B> <A NAME=tex2html1484 HREF="node45.html">3.2 Multi-block method</A><B> Prev: </B> <A NAME=tex2html1480 HREF="node50.html">3.2.5 Preprocessor COLIXX</A><B><A HREF="node28.html"	>Index</A></B><B><A HREF="node2.html"	>Contents</A></B><HR SIZE=3 WIDTH="75&#37;"><H2><A NAME=SECTION00626000000000000000>3.2.6 Some utilization examples</A></H2><P><P><P>The following examples are given:<P><UL><LI> an example of a call to <b> COLIB2</b> with the calling program and a plot of the resulting mesh;<LI> an example of a call to <b> COLIBR</b> with the calling program, the data file and a plot of the mesh created in the 2D and 3D case;<LI> an example of a call to <b> COLIBH</b> with the calling program and a plot of the mesh created;<LI> another example of a mesh created via several calls to <b> COLIBH </b> and the gluing together ofmeshes thus obtained.</UL><P>The calling program of <b> COLIB2</b>, for a pentahedral element, is given below. Figure <A HREF="node51.html#figpentacol2">3.3</A> showsthe mesh obtained for <IMG BORDER=0 ALIGN=MIDDLE ALT="" SRC="img129.gif"> and <IMG BORDER=0 ALIGN=MIDDLE ALT="" SRC="img130.gif">, where <IMG BORDER=0 ALIGN=MIDDLE ALT="" SRC="img118.gif"> and <IMG BORDER=0 ALIGN=MIDDLE ALT="" SRC="img119.gif"> designate the number of points on the edges of the triangular faces and the number of these points on the other edges, respectively.<P><PRE>C ++++++++++++++++++++++++++++++++++++++++++++++C TEST COLIBR ( COLIB2 WITH DATA FILE ) C             ( A 2 DIMENSIONAL EXAMPLE )C ++++++++++++++++++++++++++++++++++++++++++++++      PARAMETER ( LM = 300000 )      COMMON M(LM)C      IMPRE = -2        NNN   =  0      CALL INITIS(M,LM,IMPRE,NNN)      NFNOPO = 10      CALL TRUNIT (NFNOPO)      CALL OUVRIS(NFNOPO,'tunnel.nopo','UNKNOWN,UNFORMATTED',2000000) C      NFDATA = 11      CALL TRUNIT (NFDATA)      CALL OUVRIS(NFDATA,'tunnel.data','UNKNOWN,FORMATTED',2000000) C            CALL LECTEU(NFDATA)      CALL COLIBR(M,NFNOPO,NINOPO)      STOP      END</PRE><P><P><A NAME=4572>&#160;</A><IMG BORDER=0 ALIGN=BOTTOM ALT="" SRC="img131.gif"><BR><STRONG>Figure 3.3:</STRONG> <i> Mesh of a pentahedron via <b> COLIB2</b></i><A NAME=figpentacol2>&#160;</A><BR><P><P>The calling program for <b> COLIBR</b> is shown below for the case corresponding to a 2D mesh constructionfrom 17 triangular and quadrilateral blocks. The resulting mesh is shown in figure  <A HREF="node51.html#figtunnel">3.4</A>.<P><PRE>C ++++++++++++++++++++++++++++++++++++++++++++++C TEST COLIBR ( COLIB2 WITH DATA FILE ) C             ( A 2 DIMENSIONAL EXAMPLE )C ++++++++++++++++++++++++++++++++++++++++++++++      PARAMETER ( LM = 300000 )      COMMON M(LM)C      IMPRE = -2        NNN   =  0      CALL INITIS(M,LM,IMPRE,NNN)      NFNOPO = 10      CALL TRUNIT (NFNOPO)      CALL OUVRIS(NFNOPO,'tunnel.nopo','UNKNOWN,UNFORMATTED',2000000) C      NFDATA = 11      CALL TRUNIT (NFDATA)      CALL OUVRIS(NFDATA,'tunnel.data','UNKNOWN,FORMATTED',2000000) C            CALL LECTEU(NFDATA)      CALL COLIBR(M,NFNOPO,NINOPO)      STOP      END</PRE><P><P><P>The data file required is the following:<P><P><P><PRE>$ NBS  NA NBGRO IMPRE NBFR NDIM $   19  35    17     2    0    2$   NOP   NOREF   X   Y   Z ?  $     1       1         0.000000E+00     0.000000E+00     0.000000E+00     2       2         0.110000E+02     0.000000E+00     0.000000E+00     3       3         0.110000E+02     0.900000E+01     0.000000E+00     4       4         0.110000E+02     0.180000E+02     0.000000E+00     5       5         0.200000E+01     0.180000E+02     0.000000E+00     6       6         0.000000E+00     0.180000E+02     0.000000E+00     7       7         0.000000E+00     0.400000E+01     0.000000E+00     8       8         0.800000E+01     0.400000E+01     0.000000E+00     9       9         0.800000E+01     0.800000E+01     0.000000E+00    10      10         0.600000E+01     0.110000E+02     0.000000E+00    11      11         0.200000E+01     0.110000E+02     0.000000E+00    12      12         0.000000E+00     0.800000E+01     0.000000E+00    13      13         0.200000E+01     0.600000E+01     0.000000E+00    14      14         0.550000E+01     0.600000E+01     0.000000E+00    15      15         0.550000E+01     0.750000E+01     0.000000E+00    16      16         0.490000E+01     0.900000E+01     0.000000E+00    17      17         0.290000E+01     0.910000E+01     0.000000E+00    18      18         0.200000E+01     0.750000E+01     0.000000E+00    19      19         0.400000E+01     0.750000E+01     0.000000E+00$  NA  IEX1  IEX2  IDEC   NP  NOREF $     1    1     2     0    5      1     2    2     3     0    5      1     3    3     4     0    5      1     4    4     5     0    5      1     5    5     6     0    5      1     6    6    12     0    4      1     7   12     7     0    5      2     8    7     1     0    4      1     9    7     8     0    5      2     10    8     2     0    4      0    11    8     9     0    5      2    12    9    10     0    5      2    13    9     3     0    4      0    14   10     4     0    4      0    15   10    11     0    5      2    16   12    11     0    5      2    17   11     5     0    4      0    18   13     7     0    5      0    19   14     8     0    5      0    20   15     9     0    5      0    21   16    10     0    5      0    22   17    11     0    5      0    23   18    12     0    5      0    24   13    14     0    5      3    25   14    15     0    5      3    26   15    16     1    5      3          5.45  7.75  0.         5.4   8.    0.         5.3   8.25  0.         5.2   8.50  0.         5.1   8.75  0.    27   16    17     1    5      3         4.5   9.3   0.         4.25  9.45  0.         4.0   9.5   0.         3.5   9.45  0.         3.25  9.3   0.    28   17    18     1    5      3          2.60  8.75  0.         2.40  8.50  0.          2.25  8.25  0.         2.10  8.0   0.         2.05  7.75  0.    29   18    13     0    5      3    30   19    13     0    5      0    31   19    14     0    5      0    32   19    15     0    5      0    33   19    16     0    5      0    34   19    17     0    5      0    35   19    18     0    5      0$   COARSE ELEMENTS   $  $ I  NCGE  VERTICES        NCGE  NDSD $  1   4    1 2 8 7             4  1  2   4    2 3 9 8             4  1  3   4    3 4 10 9            4  1  4   4    10 4 5 11           4  1  5   4    11 5 6 12           4  1  6   4    7 13 18 12          4  2  7   4    7 8  14 13          4  2  8   4    8 14 15 9           4  2  9   4    15 9 10 16          4  2 10   4    16 10 11 17         4  2 11   4    18 17 11 12         4  2 12   3    13 14 19            3  3 13   3    14 15 19            3  3 14   3    15 16 19            3  3 15   3    16 17 19            3  3 16   3    19 18 17            3  3 17   3    13 19 18            3  3</PRE><P><P><A NAME=4590>&#160;</A><IMG BORDER=0 ALIGN=BOTTOM ALT="" SRC="img132.gif"><BR><STRONG>Figure 3.4:</STRONG> <i> 2D mesh via <b> COLIBR</b></i><A NAME=figtunnel>&#160;</A><BR><P><P>The calling program for <b> COLIBR</b> is given below for the case corresponding tothe construction of a 3D mesh from 12 pentahedral and hexahedral blocks.The resulting mesh is shown in figure <A HREF="node51.html#figparttun">3.5</A>.<P><PRE>C ++++++++++++++++++++++++++++++++++++++++++++++C TEST COLIBR ( COLIB2 WITH DATA FILE ) C             ( A 3 DIMENSIONAL EXAMPLE )C ++++++++++++++++++++++++++++++++++++++++++++++      PARAMETER ( LM = 300000 )      COMMON M(LM)C      IMPRE = -2        NNN   =  0      CALL INITIS(M,LM,IMPRE,NNN)      NFNOPO = 10      CALL TRUNIT (NFNOPO)      CALL OUVRIS(NFNOPO,'parttun.nopo','UNKNOWN,UNFORMATTED',2000000) C      NFDATA = 11      CALL TRUNIT (NFDATA)      CALL OUVRIS(NFDATA,'parttun.data','UNKNOWN,FORMATTED',2000000) C            CALL LECTEU(NFDATA)      CALL COLIBR(M,NFNOPO,NINOPO)      STOP      END</PRE><P><P><P>The data file required is the following:<P><P><P><PRE>$ NBS  NA NBGRO IMPRE NBFR NDIM $   26  61    12     2    0    3$   NOP   NOREF   X   Y   Z ?  $     1       7         0.000000E+00     0.400000E+01     0.000000E+00     2       8         0.800000E+01     0.400000E+01     0.000000E+00     3       9         0.800000E+01     0.800000E+01     0.000000E+00     4      10         0.600000E+01     0.110000E+02     0.000000E+00     5      11         0.200000E+01     0.110000E+02     0.000000E+00     6      12         0.000000E+00     0.800000E+01     0.000000E+00     7      13         0.200000E+01     0.600000E+01     0.000000E+00     8      14         0.550000E+01     0.600000E+01     0.000000E+00     9      15         0.550000E+01     0.750000E+01     0.000000E+00    10      16         0.490000E+01     0.900000E+01     0.000000E+00    11      17         0.290000E+01     0.910000E+01     0.000000E+00    12      18         0.200000E+01     0.750000E+01     0.000000E+00    13      19         0.400000E+01     0.750000E+01     0.000000E+00    14       7         0.000000E+00     0.400000E+01     1.000000E+01    15       8         0.800000E+01     0.400000E+01     1.000000E+01    16       9         0.800000E+01     0.800000E+01     1.000000E+01    17      10         0.600000E+01     0.110000E+02     1.000000E+01    18      11         0.200000E+01     0.110000E+02     1.000000E+01    19      12         0.000000E+00     0.800000E+01     1.000000E+01    20      13         0.200000E+01     0.600000E+01     1.000000E+01    21      14         0.550000E+01     0.600000E+01     1.000000E+01    22      15         0.550000E+01     0.750000E+01     1.000000E+01    23      16         0.490000E+01     0.900000E+01     1.000000E+01    24      17         0.290000E+01     0.910000E+01     1.000000E+01    25      18         0.200000E+01     0.750000E+01     1.000000E+01    26      19         0.400000E+01     0.750000E+01     1.000000E+01$  NA  IEX1  IEX2  IDEC   NP  NOREF $     1    6     1     0    5      2     2    1     2     0    5      2      3    2     3     0    5      2

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