B modeling
==============


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

The modeling is two-dimensional with D_ PLAN plane deformations with Drucker-Prager behavior associated with parabolic negative work hardening.


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

Number of knots: 661

Number of SEG3: 60

Number of QUAD8: 200

Number of group of elements: 5


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


.. csv-table::

    "**Gauss points**", "**Field component INDL_ELGA**", "**Reference**", "**Precision**"
    "1"," INDICE ", "1,0", "1E-3"
    "2"," INDICE ", "1,0", "1E-3"
    "3"," INDICE ", "1,0", "1E-3"
    "4"," INDICE ", "1,0", "1E-3"
    "5"," INDICE ", "1,0", "1E-3"
    "6"," INDICE ", "1,0", "1E-3"
    "7"," INDICE ", "1,0", "1E-3"
    "8"," INDICE ", "1,0", "1E-3"
    "9"," INDICE ", "1,0", "1E-3"
    "1"," INDICE ", "1,0", "1E-3"
    "SOMME "," INDICE ", "284,9488", "1E-3"
    "1"," INDICE ", "1,0", "1E-3"
    "2"," INDICE ", "1,0", "1E-3"
    "3"," INDICE ", "1,0", "1E-3"
    "4"," INDICE ", "1,0", "1E-3"
    "5"," INDICE ", "1,0", "1E-3"
    "6"," INDICE ", "1,0", "1E-3"
    "7"," INDICE ", "1,0", "1E-3"
    "8"," INDICE ", "1,0", "1E-3"
    "9"," INDICE ", "1,0", "1E-3"
    "1"," INDICE ", "1,0", "1E-3"
    "SOMME "," INDICE ", "332,2233", "1E-3"


The table groups together the values that correspond to the sums over the entire mesh of the components of the location indicator INDL_ELGA. We thus have a slow evolution of the indicator which hardly changes each time this test is carried out.