10. H modeling#

10.1. Characteristics of modeling#

It is the same modeling as the G modeling.

10.2. Characteristics of the mesh#

The mesh, identical to that of modeling D, is represented in FIG. 6.2-a.

10.3. Tested sizes and results#

The quantities tested are identical to those presented for the G modeling.

Identification

Reference

0

DEPZON_1

DX- \({u}_{x}\)

MIN

MAX

0

DY- \({u}_{y}\)

MIN

0

MAX

0

DZ- \({u}_{z}\)

MIN

0

MAX

0

DEPZON_2

DX- \({u}_{x}\)

MIN

0

MAX

0

DY- \({u}_{y}\)

MIN

0

MAX

0

DZ- \({u}_{z}\)

MIN

0

MAX

0

DEPZON_3

DX- \({u}_{x}\)

MIN

0

MAX

0

DY- \({u}_{y}\)

MIN

0

MAX

0

DZ- \({u}_{z}\)

MIN

0

MAX

0

DEPZON_4

DX- \({u}_{x}\)

MIN

0

MAX

0

DY- \({u}_{y}\)

MIN

0

MAX

0

DZ- \({u}_{z}\)

MIN

0

MAX

0

Table 10.3-1

The deformation is represented in FIG. 10.4-a.

_images/100000000000031200000282B9FA613FE1FD3827.jpg

Figure 10.4-a: Deformed structure (Exaggeration 10).

We test the value of \({E}^{e}\) produced by the POST_ERREUR operator (expressed in \(\text{J}\)).

Identification

Reference type

Reference value

Ee

“ANALYTIQUE”

1,825106

We test the value of \({\Vert u\Vert }_{{L}^{2}}\) produced by the POST_ERREUR operator.

10.4. notes#

The remarks are identical to those formulated for modeling E.