Reference problem
=====================


Geometry
---------

Consider a square and a discrete element with the following coordinates.


.. image:: images/10000000000003FA000003451C648A89227C7CC9.png
    :width: 3.0138in
    :height: 2.6382in


.. _RefImage_10000000000003FA000003451C648A89227C7CC9.png:


Material properties
----------------------


.. csv-table::

    ":math:`E\mathrm{=}\mathrm{4000000MPa}` ", "Young's module"
    ":math:`\nu \mathrm{=}0` ", "Poisson's ratio"



Boundary conditions and loads
-------------------------------------

The nodes in the square with coordinates :math:`(\mathrm{0,0}\mathrm{,0})` and :math:`(\mathrm{100,0}\mathrm{,0})` are locked next :math:`\mathit{DX}`, :math:`\mathit{DY}`.

The node in the coordinate square :math:`(\mathrm{60,50}\mathrm{,0})` is stuck next :math:`\mathit{DY}`.

The node in the :math:`(\mathrm{60,50}\mathrm{,0})` coordinate cube is subject to a :math:`\mathit{FX}\mathrm{=}100` nodal force.


Initial conditions
--------------------

Néant


.. _refheading__31295122: