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


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

Same as modeling A. Only the law of behavior changes: here the law is VISC_TAHERI.


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

Behavior VISC_TAHERI (with a time discretization 10 times finer than LEMAITRE)


.. csv-table::

    "**Variables**", "**Moment (s)**", "**Reference**", "**Tolerance**"
    ":math:`{\varepsilon }_{{\nu }_{\mathrm{xx}}}` ", "30", "1.762 10—4"," 1.00%"
    ":math:`{\varepsilon }_{{\nu }_{\mathrm{xy}}}` ", "30", "1.816 10—4"," 1.00%"
    ":math:`{\varepsilon }_{{\nu }_{\mathrm{xx}}}` ", "3630", "1.9030 10—3"," 1.00%"
    ":math:`{\varepsilon }_{{\nu }_{\mathrm{xy}}}` ", "3630", "2.0789 10—3"," 1.00%"
    ":math:`{\varepsilon }_{{\nu }_{\mathrm{xx}}}` ", "3660", "1.9130 10—3"," 1.00%"
    ":math:`{\varepsilon }_{{\nu }_{\mathrm{xy}}}` ", "3660", "2.1906 10—3"," 1.00%"
    ":math:`{\varepsilon }_{{\nu }_{\mathrm{xx}}}` ", "3720", "1.8740 10—3"," 1.00%"
    ":math:`{\varepsilon }_{{\nu }_{\mathrm{xy}}}` ", "3720", "3.1813 10—3"," 1.00%"


Note: the Brent method is used to solve the law of behavior.