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    "info": {
        "author": "Francois Cuvelier",
        "author_email": "cuvelier@math.univ-paris13.fr",
        "bugtrack_url": null,
        "classifiers": [
            "Topic :: Scientific/Engineering"
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        "description": ".. _matplotlib: https://matplotlib.org/\n\n.. _fc-matplotlib4mesh: http://www.math.univ-paris13.fr/~cuvelier/software/Python/fc-matplotlib4mesh.html \n\n.. _fc-meshtools: http://www.math.univ-paris13.fr/~cuvelier/software/Python/fc-meshtools.html \n\n\n.. image:: http://www.math.univ-paris13.fr/~cuvelier/software/codes/Python/fc-matplotlib4mesh/pyfc-matplotlib4mesh_400.png\n  :width: 200px\n  :align: left\n\nThe **fc\\_matplotlib4mesh** Python package allows to display simplicial meshes or datas on simplicial meshes by using `matplotlib`_ (>= 2.0.0).\nThe simplicial meshes must be given by two arrays : the vertices array and the connectivity array.\n\n\nIntroduction:\n-------------   \n\nSimplicial meshes could be:\n\n  - a triangular mesh in dimension 2, made with 2-simplices (ie. triangles),\n  - a tetrahedral mesh in dimension 3, made with 3-simplices (ie. tetrahedron),\n  - a triangular mesh in dimension 3 (surface mesh), made with 2-simplices,\n  - a line mesh in dimension 2 or 3 made with 1-simplices (ie. lines).\n\nA simplicial mesh is given by its vertices array **q** and its connectivity array **me**\nFor demonstration purpose, some simplicial meshes are given in this package. They can be load\nby using the function ``getMesh2D``, ``getMesh3D`` or ``getMesh3Ds``\nof the ``fc_meshtools`` package.\n\n\nDocumentation is available on `fc-matplotlib4mesh`_ dedicated web page.\n\nInstallation:\n-------------\n\nThe **fc\\_matplotlib4mesh** Python package is available from the Python Package Index, so to install/upgrade simply type\n\n.. code:: \n\n    pip install fc_matplotlib4mesh -U\n    \n\nThereafter, it's possible to run one of the demo functions \n\n.. code:: python\n\n      import fc_matplotlib4mesh\n      fc_matplotlib4mesh.demos.plot3D()\n      \n      \n.. |plot3D_fig1| image:: http://www.math.univ-paris13.fr/~cuvelier/software/codes/Python/fc-matplotlib4mesh/snapshots/matplotlib4mesh_plot3D_fig1.png      \n   :width: 300\n   :align: middle\n   \n.. |plot3D_fig2| image:: http://www.math.univ-paris13.fr/~cuvelier/software/codes/Python/fc-matplotlib4mesh/snapshots/matplotlib4mesh_plot3D_fig2.png      \n   :width: 300\n   :align: middle\n  \n.. |plot3D_fig3| image:: http://www.math.univ-paris13.fr/~cuvelier/software/codes/Python/fc-matplotlib4mesh/snapshots/matplotlib4mesh_plot3D_fig3.png      \n   :width: 300\n   :align: middle\n   \n+---------------+---------------+---------------+\n| |plot3D_fig1| | |plot3D_fig2| | |plot3D_fig3| |\n+---------------+---------------+---------------+\n\n.. code:: python\n\n      import fc_matplotlib4mesh\n      fc_matplotlib4mesh.demos.plot2D()\n      \n      \n.. |plot2D_fig1| image:: http://www.math.univ-paris13.fr/~cuvelier/software/codes/Python/fc-matplotlib4mesh/snapshots/matplotlib4mesh_plot2D_fig1.png      \n   :width: 300\n   :align: middle\n   \n.. |plot2D_fig2| image:: http://www.math.univ-paris13.fr/~cuvelier/software/codes/Python/fc-matplotlib4mesh/snapshots/matplotlib4mesh_plot2D_fig2.png      \n   :width: 300\n   :align: middle\n  \n.. |plot2D_fig3| image:: http://www.math.univ-paris13.fr/~cuvelier/software/codes/Python/fc-matplotlib4mesh/snapshots/matplotlib4mesh_plot2D_fig3.png      \n   :width: 300\n   :align: middle\n   \n+---------------+---------------+---------------+\n| |plot2D_fig1| | |plot2D_fig2| | |plot2D_fig3| |\n+---------------+---------------+---------------+\n\nExample:\n--------\n\nThere is a complete source code used to represent a function on a sphere\n\n.. code:: python\n\n      import matplotlib.pyplot as plt\n      from fc_tools.Matplotlib import set_axes_equal\n      import fc_matplotlib4mesh as plt4sim\n      from fc_matplotlib4mesh.demos import getMesh3Ds\n      import numpy as np\n      q2,me2=getMesh3Ds(2)\n      q1,me1=getMesh3Ds(1)\n      f=lambda x,y,z: np.cos(3*x-1)*np.sin(2*y-2)*np.sin(3*z)\n      u2=f(q2[0],q2[1],q2[2])\n      u1=f(q1[0],q1[1],q1[2])\n      plt.ion()\n      plt.figure(1)\n      pp=plt4sim.plot(q2,me2,u2)\n      plt4sim.plotmesh(q1,me1,color='Black',linewidths=2)\n      plt.colorbar(pp)\n      plt.axis('off')\n      set_axes_equal()\n      plt.figure(2)\n      pp=plt4sim.plot(q1,me1,u1,linewidths=2,vmin=min(u2),vmax=max(u2))\n      plt4sim.plotmesh(q2,me2,color='LightGray',alpha=0.1)\n      plt.colorbar(pp)\n      plt.axis('off')\n      set_axes_equal()\n\n.. |plot3Ds_fig1| image:: http://www.math.univ-paris13.fr/~cuvelier/software/codes/Python/fc-matplotlib4mesh/snapshots/matplotlib4mesh_plot3Ds_fig1.png      \n   :width: 300\n   :align: middle\n   \n.. |plot3Ds_fig2| image:: http://www.math.univ-paris13.fr/~cuvelier/software/codes/Python/fc-matplotlib4mesh/snapshots/matplotlib4mesh_plot3Ds_fig2.png      \n   :width: 300\n   :align: middle\n\n+----------------+----------------+\n| |plot3Ds_fig1| | |plot3Ds_fig2| |\n+----------------+----------------+",
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