Modeling A ============== Characteristics of modeling ----------------------------------- Modeling POU_D_TGM .. image:: images/100000000000011F000000D870225472949A155E.png :width: 2.2252in :height: 1.7008in .. _RefImage_100000000000011F000000D870225472949A155E.png: Breakdown: 10 elements in the column and in the beam Characteristics of the mesh ---------------------------- Number of knots: 21 Number of meshes and types: 20 SEG2 Characteristics of the cross section mesh ----------------------------------------------------- Number of fibers: 100 (divided into 10 on each side) Number of meshes and types: 100 QUAD4 Tested sizes and results ------------------------------ The results are obtained by an automatic division of the time step and with arc-length control of the overall displacement response of the structure. .. csv-table:: "**Movement**", "**Identification**", "**Reference**", "**Reference Type**", "**Tolerance**" "1.773", "DX", "0.968", "'SOURCE_EXTERNE'", "5%" "10.246", "DY", "0.968", "'SOURCE_EXTERNE'", "5%" "3.6975", "DX", "1.242", "'SOURCE_EXTERNE'", "5%" "16.1245", "DY", "1.242", "'SOURCE_EXTERNE'", "5%" "6.496", "DX", "1.4153", "'SOURCE_EXTERNE'", "5%" "22.8245", "DY", "1.4153", "'SOURCE_EXTERNE'", "5%" "13.176", "DX", "1.507", "'SOURCE_EXTERNE'", "5%" "37.6525", "DY", "1.507", "'SOURCE_EXTERNE'", "5%" "18.5865", "DX", "1.4605", "'SOURCE_EXTERNE'", "5%" "43,3615", "DY", "1,4605", "'SOURCE_EXTERNE'", "5%" "23.085", "X", "1.4006", "'SOURCE_EXTERNE'", "5%" "48,318", "DY", "1,4006", "'SOURCE_EXTERNE'", "5%" "28.6505", "DX", "1.3151", "'SOURCE_EXTERNE'", "5%" "52,057", "DY", "1.3151", "'SOURCE_EXTERNE'", "5%" "38.5155", "DX", "1.1062", "'SOURCE_EXTERNE'", "5%" "57.5425", "DY", "1.1062", "'SOURCE_EXTERNE'", "15%" "45.851", "DX", "0.9275", "'SOURCE_EXTERNE'", "5%" "60.1085", "DY", "0.9275", "'SOURCE_EXTERNE'", "55%" notes --------- Using the arc-length technique makes it difficult to define the reference value to be entered in the TEST_RESU command, since these values cannot be imposed. The tests were therefore done in reverse by choosing the displacement values as a parameter and the force value as the tested value (i.e. ETA_PILOTAGE). It is this way of testing that explains the high differences observed in :math:`\mathit{DY}` at the last moments when the curves are superimposed perfectly.