-- FreeFem++ v4.6 (Thu Apr  2 15:47:38 CEST 2020 - git v4.6)
 Load: lg_fem lg_mesh lg_mesh3 eigenvalue 
    1 : //  Discussion:
    2 : //
    3 : //    The "CMM=string" argument on the plot command seems to print a comment string
    4 : //    as part of the plot.
    5 : //
    6 : //  Location:
    7 : //
    8 : //    http://people.sc.fsu.edu/~jburkardt/freefem_src/plot_test/plot_test.edp
    9 : //
   10 : //  Licensing:
   11 : //
   12 : //    This code is distributed under the GNU LGPL license.
   13 : //
   14 : //  Modified:
   15 : //
   16 : //    21 June 2015
   17 : //
   18 : cout << "\n";
   19 : cout << "plot_test\n";
   20 : cout << "  FreeFem++ version\n";
   21 : cout << "  Test features of the plot() function\n";
   22 : //
   23 : //  Define Gamma1 and Gamma2, the boundaries.
   24 : //  A and B are the lengths of the semimajor and semiminor axes:
   25 : //  THETA specifies the angle at which we switch from GAMMA1 to GAMMA2.
   26 : //
   27 : real a = 2.0;
   28 : real b = 1.0;
   29 : real theta = 4.0 * pi / 3.0;
   30 : border Gamma1 ( t = 0, theta )    { x = a * cos(t); y = b*sin(t); }
   31 : border Gamma2 ( t = theta, 2*pi ) { x = a * cos(t); y = b*sin(t); }
   32 : //
   33 : //  Define Th, the triangulation of the "left" side of the boundaries.
   34 : //
   35 : mesh Th = buildmesh ( Gamma1(100) + Gamma2(50) );
   36 : //
   37 : //  Plot the mesh.
   38 : //
   39 : plot ( Th, wait = true, ps = "plot_test_cmm_no.ps" );
   40 : 
   41 : plot ( Th, wait = true, cmm = "This is a plot of the mesh!", ps = "plot_test_cmm_yes.ps" );
   42 : //
   43 : //  Terminate.
   44 : //
   45 : cout << "\n";
   46 : cout << "plot_test:\n";
   47 : cout << "  Normal end of execution.\n";
   48 :  sizestack + 1024 =1312  ( 288 )


plot_test
  FreeFem++ version
  Test features of the plot() function
  --  mesh:  Nb of Triangles =   2568, Nb of Vertices 1360

plot_test:
  Normal end of execution.
times: compile 0.004162s, execution 0.019094s,  mpirank:0
 CodeAlloc : nb ptr  3508,  size :470848 mpirank: 0
Ok: Normal End