4. B modeling#

4.1. Characteristics of modeling#

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Modeling: BARRE

In this modeling, the square plate is modelled by a bar with a rectangular cross section of one meter wide and a thickness of 0.1 m.

4.2. Boundary conditions and loads#

Boundary conditions:

L location

Blocked components

A1

DX, DY, DZ

C

DX, DZ

Loads:

The force is affected in A2, it is a nodal force that must be multiplied by the width of the plate to be equivalent to modeling A.

4.3. Characteristics of the mesh#

Knots: 4

Meshes: 3 SEG2

4.4. Tested sizes and results#

Three calculations are performed, the first with DYNA_NON_LINE in an explicit diagram and MASS_DIAG =” NON “(this calculation is cut in two in order to test the correct transmission of the observation table), the second with DYNA_NON_LINE in an explicit diagram and MASS_DIAG =” OUI” and the third with DYNA_VIBRA without a diagonal mass matrix.

First calculation:

Identification

Reference

Reference type

Tolerance

Displacement \(\mathit{DX}\) in \(A2\), INST = 1,2E-3

3.51957D-05

“ANALYTIQUE”

0.05%

Displacement \(\mathit{DX}\) in \(A1\), INST = 3E-4 (via observation table)

“ANALYTIQUE”

0.1%

Displacement \(\mathit{DX}\) in \(A1\), INST = 9E-4 (via observation table)

“ANALYTIQUE”

0.1%

Second calculation:

Identification

Reference

Reference type

Tolerance

Displacement \(\mathit{DX}\) in \(A2\), INST = 1,2E-3

3.51957D-05

“ANALYTIQUE”

0, 5%

Third calculation:

Identification

Reference

Reference type

Tolerance

ECIN_ELEM, \(M21\) mesh, Comp. TOTALE

9.10387D-02

“ANALYTIQUE”

0.5%

0.5%