3. Modeling A#
3.1. Characteristics of modeling#
3.2. Characteristics of the mesh#
Number of knots: 241
Number of meshes and type: 72 TRIA7
3.3. Tested values#
Identification |
Instants |
Reference |
Aster |
% difference |
|
Limit point no. 1 |
|||||
DZ |
1.03 |
—0.0140 |
—0.0140 |
—0.01322 |
—5.573 |
Eta_ PILOTAGE |
1.03 |
1.0 |
0.9729 |
—2.471 |
|
Endpoint No. 2 |
|||||
DZ |
1.78 |
—0.0171 |
—0.0171 |
—0.01696 |
—0.847 |
Eta_ PILOTAGE |
1.78 |
0.375 0.250 |
0.07513 |
—75.96 |
|
Endpoint No. 3 |
|||||
DZ |
2.3 |
—0.0140 |
—0.0140 |
—0.01458 |
4.176 |
Eta_ PILOTAGE |
2.3 |
—0.400 —0.492 |
—0.533 |
19.67 |
|
Endpoint No. 4 |
|||||
DZ |
2.48 |
—0.0161 |
—0.01617 |
0.452 |
|
Eta_ PILOTAGE |
2.48 |
—0.633 |
—0.6442 |
1.717 |
3.4. notes#
The calculation strategy used is divided into two steps:
calculation under imposed load up to \(P=582.N\) corresponding to 97% of the critical load,
« imposed displacement » calculation: then, an imposed displacement is imposed using the technique of the arc length imposed on the entire structure (option LONG_ARC in STAT_NON_LINE).
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. To define the reference values, we looked for the values of \(\mathit{DZ}\) that were as close as possible to those listed in the table in [§2.2] and we reported the values of the control parameter that we had to obtain for the values of \(\mathit{DZ}\) in question.