3. Modeling A#

3.1. Characteristics of modeling A#

_images/Shape4.gif

3D_HM modeling,

Behavioral law of type DRUCK_PRAGER with linear negative work hardening:

Number of nodes

\(20\)

Number of meshes

\(7\)

That is:

QUAD8

\(6\)

HEXA20

\(1\)

Mesh groups:

\(\mathrm{BAS}\): surface of the cube belonging to the \(Z=-0.5\) plane

\(\mathrm{HAUT}\): surface of the cube belonging to the \(Z=+0.5\) plane

\(\mathrm{DROITE}\): surface of the cube belonging to the \(Y=+0.5\) plane

\(\mathrm{GAUCHE}\): surface of the cube belonging to the \(Y=-0.5\) plane

\(\mathrm{DERRIERE}\): surface of the cube belonging to the \(X=-0.5\) plane

\(\mathrm{DEVANT}\): surface of the cube belonging to the \(X=+0.5\) plane

3.2. Results#

Grandeur

Point

\(\mathrm{Inst}\)

Reference

Tolerance (\(\text{\%}\))

\(\mathrm{SIXX}(\mathrm{Pa})\)

\(A\)

\(1.004\)

\(-9.69\mathrm{E5}\)

\(0.01\)

\(1.16\)

\(-4.52\mathrm{E7}\)

\(0.01\)

\(1.34\)

\(-9.59\mathrm{E7}\)

\(0.01\)

\(1.60\)

\(-1.69\mathrm{E8}\)

\(0.01\)

\(\mathrm{SIZZ}(\mathrm{Pa})\)

\(A\)

\(1.004\)

\(-4.06\mathrm{E6}\)

\(0.01\)

\(1.16\)

\(-1.13\mathrm{E8}\)

\(0.01\)

\(1.34\)

\(-2.38\mathrm{E8}\)

\(0.01\)

\(1.60\)

\(-4.20\mathrm{E8}\)

\(0.01\)

\(\mathrm{Pre1}(\mathrm{Pa})\)

\(A\)

\(1.004\)

\(1.03\mathrm{E6}\)

\(0.01\)

\(1.16\)

\(-4.32\mathrm{E7}\)

\(0.01\)

\(1.34\)

\(-9.39\mathrm{E7}\)

\(0.01\)

\(1.60\)

\(-1.67\mathrm{E8}\)

\(0.01\)