Modeling A
==============


Characteristics of modeling
-----------------------------------


.. csv-table::

    "Volume modeling:", "1 mesh HEXA 8
    1 QUAD4" mesh



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    :width: 292
    :height: 220


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**Boundary conditions:**


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    :width: 292
    :height: 220


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**Loading:** Traction on the face :math:`[\mathrm{2,4}\mathrm{,8}\mathrm{,6}]`

mesh :math:`[\mathrm{2,4}\mathrm{,8}\mathrm{,6}]` (QUAD4): :math:`\mathrm{FY}=\mathrm{31 096}.154f(t)\mathrm{MPa}`


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    :width: 292
    :height: 220


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Characteristics of the mesh
----------------------------


.. csv-table::

    "Number of knots: 8", "Number of stitches: 2"
    "", "1 HEXA8
    1 QUAD4"



Tested sizes and results
------------------------------


.. csv-table::

    "**Identification**", "**Reference**", "**Aster**", "**% difference**"
    "t = 2 DX displacement (NO2)", "100", "100", "0"
    "t = 2 DY Displacement (NO4)", "1100", "1100", "0"
    "t = 2 Constraints SIGXX (PG1)", "11013.986", "11013.986", "0"
    "t = 2 Constraints SIGYY (PG1)", "31096.154", "31096.154", "0"
    "t = 2 Constraints SIGZZ (PG1)", "11013.986", "11013.986", "0"
    "t = 2 Constraints SIGXY (PG1)", "0", "10—9", "/"
    "t = 2 Constraints SIGXZ (PG1)", "0", "10—10", "/"
    "t = 2 Constraints SIGYZ (PG1)", "0", "10—10", "/"
    "", "", "", ""
    "t = 3 Displacement DX10 (NO2)", "0", "10—11", ""
    "t = 3 DY Displacement (NO4)", "0", "10—12", "/"
    "t = 3 Constraints SIGXX (PG1)", "0", "10—9", "/"
    "t = 3 Constraints SIGYY (PG1)", "0", "10—10", "/"
    "t = 3 Constraints SIGZZ (PG1)", "0", "10—9", "/"
    "t = 3 Constraints SIGXY (PG1)", "0", "10—11", "/"
    "t = 3 Constraints SIGXZ (PG1)", "0", "10—10", "/"
    "t = 3 Constraints SIGYZ (PG1)", "0", "10—11", "/"
    "", "", "", ""
    "t = 2 Nodal Force DX (NO8)", "3.0289 109", "3.0288 109", "3.0288 109", "— 0.002%"
    "t = 2 Nodal force DY (NO8)", "7.774 109", "7.774 109", "0"
    "t = 2 Nodal force DZ (NO8)", "3.0289 109", "3.0288 109", "3.0288 109", "— 0.002%"



notes
---------

**Nodal force calculation:**

The force applied :math:`F` on a face described by a linear mesh is distributed by:


.. image:: images/10000B8E000069D500002B9DDA68BAF41E0C3D5C.svg
    :width: 292
    :height: 220


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