4. B modeling#
4.1. Characteristics of modeling#
Modeling \(\mathrm{2D}\) plane deformations
Boundary conditions:
Charging:
Traction on the face \([\mathrm{2,4}]\)
mesh \([\mathrm{2,4}]\): \(\mathrm{FY}=\mathrm{31 096}.154f(t)\mathrm{MPa}\)
4.2. Characteristics of the mesh#
Number of knots: 4 |
Number of stitches: 2 |
1 QUAD4 1 SEG2 |
4.3. Tested sizes and results#
Identification |
Reference |
Aster |
% difference |
t = 2 DX displacement (NO2) |
100 |
100 |
0 |
t = 2 DY Displacement (NO4) |
1100 |
1100 |
0 |
t = 2 Constraints SIGXX (PG1) |
11013.986 |
11013.986 |
0 |
t = 2 Constraints SIGYY (PG1) |
31096.154 |
31096.154 |
0 |
t = 2 Constraints SIGZZ (PG1) |
11013.986 |
11013.986 |
0 |
t = 2 Constraints SIGXY (PG1) |
0 |
10-10 |
/ |
t = 3 DX displacement (NO2) |
0 |
10—12 |
/ |
t = 3 DY Displacement (NO4) |
0 |
10—12 |
/ |
t = 3 Constraints SIGXX (PG1) |
0 |
10—10 |
/ |
t = 3 Constraints SIGYY (PG1) |
0 |
10—10 |
/ |
t = 3 Constraints SIGZZ (PG1) |
0 |
10—10 |
/ |
t = 3 Constraints SIGXY (PG1) |
0 |
10—10 |
/ |
t = 2 Nodal Force DX (NO4) |
6.0577 106 |
6.0577 106 |
0 |
t = 2 Nodal Force DY (NO4) |
15.5481 106 |
15.5481 106 |
0 |
4.4. notes#
Nodal force calculation:
The force applied \(F\) on a face described by a linear mesh is distributed by:
