B modeling ============== Characteristics of modeling ----------------------------------- Modeling is COQUE_3D. The model consists of: * 662 elements, * 2267 knots, of which: * 462 triangles with 7 knots, * 200 quadrilaterals with 9 knots. Edges :math:`\mathrm{AB}`, :math:`\mathrm{BC}`, :math:`\mathrm{CD}`, and :math:`\mathrm{DA}` are embedded. The plate is subjected to a temperature gradient of :math:`100°C` in thickness. This gradient is uniform across the plate. Tested sizes and results ------------------------------ We're testing moments :math:`\mathrm{MXX}` and :math:`\mathrm{MYY}`. These values are given in the coordinate system local to the plate, chosen parallel to the sides. So we have: :math:`\mathrm{MXX}=\mathrm{MYY}=M=–\mathrm{2,38095}{10}^{3}N` as the moment is uniform in the plate, all we have to do is test the maximum and minimum values of the moments and check that they are both equal to :math:`M`: +----------------------------------------------+----------------------------+------------------+-------------+-----------------+ | |**Identification** |**Reference type**|**Reference**|**Tolerance (%)**| +----------------------------------------------+----------------------------+------------------+-------------+-----------------+ |**Efforts obtained by** **EFGE_ELNO** ****: **|:math:`\mathrm{MXX}` Maximum|'ANALYTIQUE' |—2,38095 103 |0.1 | + +----------------------------+------------------+-------------+-----------------+ | |:math:`\mathrm{MXX}` Minimum|'ANALYTIQUE' |—2,38095 103 |0.1 | + +----------------------------+------------------+-------------+-----------------+ | |:math:`\mathrm{MYY}` Maximum|'ANALYTIQUE' |—2,38095 103 |0.1 | + +----------------------------+------------------+-------------+-----------------+ | |:math:`\mathrm{MYY}` Minimum|'ANALYTIQUE' |—2,38095 103 |0.1 | +----------------------------------------------+----------------------------+------------------+-------------+-----------------+