3. Modeling A#

3.1. Characteristics of modeling#

_images/100002000000017E000002EBF45B52C0EEBB2714.png

Full Template

_images/100002000000019400000317720C8FA8E788CC7F.png

After symmetrization and orientation

_images/1000000000000131000000DD6D403AC9F7DFE91F.png

2D initial block

_images/100002000000014B000000EF8A43CE213CB2C354.png

The radius is worth \(\mathrm{7,5E-5}m\)

3.2. Characteristics of the mesh#

The mesh consists of 14888 nodes and 6674 elements, including 1392 QUAD8 elements and 5282 TRIA6 elements.

3.3. Tested sizes and results#

3.3.1. Results achieved with CALC_G#

Identification

Reference (analytical)

\(\text{\%}\) tolerance

G

1.0019 102

2.0

KI

3.5750 106

1.0

KII

2.6939 106

1.0

Table 3.3.1-1

3.3.2. Results achieved with POST_K1_K2_K3#

Identification

Reference (analytical)

\(\text{\%}\) tolerance

G

1.0019 102

4.0

KI

3.5750 106

1.2

KII

2.6939 106

3.0

Table 3.3.2-1

The values obtained with POST_K1_K2_K3 are also tested in non-regression:

Identification

Reference (non-regression)

\(\text{\%}\) tolerance

G

96.85

0.1

KI

3,5379307159775 106

0,1

KII

2.6179089643527 106

0.1

Table 3.3.2-2

We are also testing the possibility of giving POST_K1_K2_K3 the tables movement jumps directly, by doing a test of in relation to the values previously obtained.

Identification

Reference (other aster)

\(\text{\%}\) tolerance

G

96.85

0.1

KI

3,5379307159775 106

0,1

KII

2.6179089643527 106

0.1

Table 3.3.2-3