3. Modeling A#

3.1. Characteristics of the mesh#

The mesh of the beam is composed of a SEG2 element.

The mesh of the section is composed of 4 quadrilateral elements.

Node group \(\mathit{ENC}\) is composed of node \(\mathit{P1}\).

Node group \(\mathit{CHA}\) is composed of node \(\mathit{P2}\).

3.2. Characteristics of modeling#

This is a POU_D_EM model (elements with 2 Gauss points). The spin angle is equal to \(0°\).

Modeling:

MOPOU = AFFE_MODELE (MAILLAGE = MAPOU,

AFFE =_F (TOUT =” OUI “, PHENOMENE =” MECANIQUE”,

MODELISATION =” POU_D_EM “,),

)

Boundary conditions:

BLOCAGE = AFFE_CHAR_MECA (MODELE =MO,

DDL_IMPO =_F (GROUP_NO =” ENC “,

DX=0.0, DY=0.0, DZ=0.0, DRX =0.0, =0.0, DRY =0.0, DRZ =0.0,),

)

Mechanical loading:

CHARGE = AFFE_CHAR_MECA (MODELE =MO,

FORCE_NODALE =_F (GROUP_NO =” CHA “, FX=100, FY=100, FZ=100. ),

)

Assignment of the characteristics of the elements:

POUCA_0 = AFFE_CARA_ELEM (MODELE = MOPOU, GEOM_FIBRE =GF,

POUTRE =_F (GROUP_MA =( “POUTRE”),

SECTION =” RECTANGLE “, CARA =(” HY “,” HZ “), VALE =( 0.2,0.1),

PREC_AIRE =5. , PREC_INERTIE =10.,),

ORIENTATION =_F (GROUP_MA =( “POUTRE”), CARA =” ANGL_VRIL “, VALE =0.0,),

MULTIFIBRE =_F (GROUP_MA =( “POUTRE”), GROUP_FIBRE =( “SBET”,),),

)

3.3. Tested values and results#

Coordinated mesh SG01

Integration point

Sub-point

Reference

COOR_X

2

1

1

0.377088184

COOR_X

2

2

2

0.447798863

COOR_X

2

3

3

0.468211277

COOR_X

2

4

4

0.397500599

COOR_Y

2

1

1

0.447798863

COOR_Y

2

2

2

0.377088184

COOR_Y

2

3

3

0.397500599

COOR_Y

2

4

4

0.468211277

COOR_Z

2

1

1

0.443062145

COOR_Z

2

2

2

0.443062145

COOR_Z

2

3

3

0.402237316

COOR_Z

2

4

4

0.402237316

All the tolerances are the ones by default: \(1.0E-3\)