10. J modeling#

10.1. Characteristics of modeling#

Modeling: Element of COQUE_3DMEC3TR7H

_images/10000000000001E0000001AF8B909ABE1154CF09.png

10.1.1. Boundary conditions#

at all the nodes of the arc \(\mathrm{ABC}\)

DX:0., DY: 0. , DZ: 0. DRX :0., DRY :0. , DRZ :0.

segment \(\text{]OA]}\)

DY:0., DRX :0. , DRZ :0.

segment \(\text{]OC]}\)

DX:0., DRY :0. , DRZ :0.

at node \(O\)

DX:0., DY:0., DRX :0. , DRY :0. , DRZ :0.

Node names:

Point \(0\)

stitches: \(\mathrm{M1}\) and \(\mathrm{M2}\)

Point \(A\)

stitches: \(\mathrm{M41}\)

Point \(B\)

stitches: \(\mathrm{M49}\) and \(\mathrm{M50}\)

Point \(C\)

stitches: \(\mathrm{M10}\)

Point \(D\)

stitches: \(\mathrm{M21}\)

Dot \(E\)

stitches: \(\mathrm{M6}\)

10.2. Characteristics of the mesh#

Number of knots: 121

Number of meshes and types: 50 TRIA7

10.3. Tested sizes and results#

Identification

Reference type

Reference values

Reissner

Tolerance

O

_images/Object_74.svg

“ANALYTIQUE”

—703.40

0.5%

A

_images/Object_87.svg

“ANALYTIQUE”

10-10

B

_images/Object_88.svg

“ANALYTIQUE”

10-10

C

_images/Object_229.svg

“ANALYTIQUE”

10-10

D

_images/Object_383.svg

“ANALYTIQUE”

—495.56

0.5%

E

_images/Object_384.svg

“ANALYTIQUE”

—495.56

0.5%

Identification

Reference type

Reference values

Tolerance

O

_images/Object_98.svg

“ANALYTIQUE”

—0.20625

1.3%

_images/Object_99.svg

“ANALYTIQUE”

—0.20625

1.3%

A

_images/Object_111.svg

“ANALYTIQUE”

0.002

_images/Object_165.svg

“ANALYTIQUE”

—0.0875

1.5%

C

_images/Object_178.svg

“ANALYTIQUE”

—0.0875

2.3%

_images/Object_230.svg

“ANALYTIQUE”

0.002

D

_images/Object_426.svg

“ANALYTIQUE”

—0.15469

1%

_images/Object_427.svg

“ANALYTIQUE”

—0.17656

1%

E

_images/Object_429.svg

“ANALYTIQUE”

—0.15469

1%

_images/Object_430.svg

“ANALYTIQUE”

—0.17656

1%

10.4. notes#

The values are tested automatically using the functionalities offered by procedure POST_RELEVE:

  • extraction on the nodes corresponding to the observed points of the mean values of the components \({M}_{\mathit{xx}}\) and \({M}_{\mathit{yy}}\); these values are extracted from the field “EFGE_ELNO”, and the average is calculated for all the values available on the cells that contain the observed node,

  • calculation of the deviation from the reference value provided by applying the correspondence rules between \({M}_{\mathit{xx}}\), \({M}_{\mathit{yy}}\) and \({M}_{\mathit{rr}}\), \({M}_{\theta \theta }\) data on page 3.