10. H modeling#

10.1. Characteristics of modeling#

Shell element DST (modeling a quarter plate).

The plate model is rotated 20 degrees according to the nautical angle alpha and 30 degrees according to beta, without reference to an unrotated model.

_images/Object_69.svg

Boundary conditions:

LIAISON_OBLIQUE

(GROUP_NO =”AB”, ANGL_NAUT =( 20.,30.,0.), DZ=0., DRY =0.)

(GROUP_NO =”BC”, ANGL_NAUT =( 20.,30.,0.), DX=0., DRY =0.)

(GROUP_NO =”CD”, ANGL_NAUT =( 20.,30.,0.), DY=0., DRX =0.)

(GROUP_NO =”DA”, ANGL_NAUT =( 20.,30.,0.), DZ=0., DRX =0.)

Point C

mesh: 142

10.2. Characteristics of the mesh#

Number of knots: 101

Number of meshes and types: 144 TRIA3

10.3. Tested values#

Point C

Identification

Reference

Aster

% Difference

\({\sigma }_{x}\) on lower layer 3

4.7100E+01

5.0957E+01

8.19

\({\sigma }_{x}\) on top layer 3

5.8800E+01

6.3691E+01

8.32

Constraints

\({\sigma }_{x}\) on lower layer 2

—4.7100E+01

—5.0957E+01

8.19

\({\sigma }_{x}\) on top layer 2

4.7100E+01

5.0957+01

8.19

\({\sigma }_{x}\) on lower layer 1

—5.8800E+01

—6.3696E+01

8.32

\({\sigma }_{x}\) on top layer 1

—4.7100E+01

—5.0957E+01

8.19

XX

1.9696E+01

1.9735E+01

1.9696E+01

0.199

Displacement

DY

7.1687E+00

7.1830E+00

0.200

DZ

3.6304E+01

3.6376E+01

0.200

10.4. notes#

The reference values of the displacement at point \(C\) are obtained by projecting the theoretical displacement established for an unrotated plate into the new user frame of reference (the displacement for an unrotated plate being vertical, the new displacement is a function of the projection of the \(Z\) axis). In the local coordinate system, the projection of the \(Z\) axis is as follows:

_images/Object_76.svg

, with

_images/Object_77.svg

and

_images/Object_78.svg

10.5. Contents of the results file#

Values at the displacement observation point and constraints \({\sigma }_{x}\).