3. Modeling A#

3.1. Characteristics of the mesh#

Number of knots: 8 3D modeling: 1 quadratic volume element: HEXA8.

The structure contains a single grain, the state of stresses and deformations is homogeneous.

3.2. Tested sizes and results#

3.2.1. Type 1 behavior: MONO_VISC1, MONO_ISOT1, MONO_CINE1#

Integration

Identification

Reference

% Tolerance

implicit

\({\varepsilon }_{\mathit{xx}}\) of EPSI_ELGA

-6.764427E-04

0.10

implicit

\({\varepsilon }_{\mathit{xx}}\) of EPSP_ELGA

-1.87292E-05

2.0

explicit

\({\varepsilon }_{\mathit{xx}}\) of EPSI_ELGA

-6.764427E-04

0.2

explicit

\({\varepsilon }_{\mathit{xx}}\) of EPSP_ELGA

-1.87292E-05

4.0

3.2.2. Type 2 behavior: MONO_VISC2, MONO_ISOT2, MONO_CINE2#

Comparison between MONO_VISC2, MONO_ISOT2, MONO_CINE2 and MONO_VISC1, MONO_ISOT1, MONO_CINE1

Integration

Identification

Reference

% Tolerance

implicit

\({\varepsilon }_{\mathrm{xx}}\) of EPSI_ELGA

-6.76241E-04

0.10

implicit

\({\varepsilon }_{\mathrm{xx}}\) of EPSP_ELGA

-1.85279E-05

0.10

explicit

\({\varepsilon }_{\mathrm{xx}}\) of EPSI_ELGA

-6.757537E-04

0.10

explicit

\({\varepsilon }_{\mathrm{xx}}\) of EPSP_ELGA

-1.804038E-05

0.10

3.2.3. Type 2 behavior: MONO_VISC2, MONO_ISOT2, MONO_CINE2#

No regression for MONO_VISC2, MONO_ISOT2, MONO_CINE2

Integration

Identification

Reference

% Tolerance

implicit

\({\sigma }_{\mathrm{xx}}\) of EPSI_ELGA

-95.9311

0.10

implicit

\({\varepsilon }_{\mathit{xx}}\) of EPSP_ELGA

-1.3393175E-03

0.10

3.2.4. Type 1 behavior with ELAS_ORTH#

Comparison between MONO_VISC1, MONO_ISOT1, MONO_CINE1, with ELASet with ELAS_ORTH

Integration

Identification

Reference

% Tolerance

implicit

\({\varepsilon }_{\mathit{xx}}\) of EPSI_ELGA

-6.76241E-04

0.10

explicit

\({\varepsilon }_{\mathit{xx}}\) of EPSI_ELGA

-6.75754E-04

0.10

3.2.5. Type 1 behavior: MONO_VISC1, MONO_ISOT1, MONO_CINE1 for the ZIRCONIUM#

First calculation: interaction matrix (identity matrix h=0) and sliding systems defined in Code_Aster:

Integration

Identification

Reference

% Tolerance

Implicit

\({\sigma }_{\mathit{xx}}\) of SIEF_ELGA

-212.31

0.1

implicit

\({\varepsilon }_{\mathrm{xx}}\) of EPSP_ELGA

-5.3785E-04

0.1

implicit

\({v}_{92}\) of VARI_ELGA

5.2868E-04

0.1

Second calculation: sliding systems defined in Code_Aster, interaction matrix defined by the user (identity matrix, provided as data in a table). Comparison with the first calculation.

Integration

Identification

Reference

% Tolerance

Implicit

\({\sigma }_{\mathit{xx}}\) of SIEF_ELGA

-212.3

0.1

implicit

\({\varepsilon }_{\mathrm{xx}}\) of EPSP_ELGA

-5.3785E-04

0.1

implicit

\({v}_{92}\) of VARI_ELGA

5.2868E-04

0.1

Third calculation: drag systems defined in Code_Aster, interaction matrix defined by the user (identity matrix, provided as data in a table), and behavior POLYCRISTAL:

Integration

Identification

Reference

% Tolerance

Polycrystal

\({\sigma }_{\mathrm{xx}}\) by SIEF_ELGA

-212.3

0.1

Polycrystal

\({\varepsilon }_{\mathrm{xx}}\) by EPSP_ELGA

-5.3785E-04

0.1

Polycrystal

\({v}_{99}\) by VARI_ELGA

5.2868E-04

0.1

Fourth calculation: sliding systems and interaction matrix defined by the user:

Integration

Identification

Reference

% Tolerance

Implicit

\({\sigma }_{\mathit{xx}}\) of SIEF_ELGA

-212.3

0.1

implicit

\({\varepsilon }_{\mathrm{xx}}\) of EPSP_ELGA

-5.3785E-04

0.1

implicit

\({v}_{92}\) of VARI_ELGA

5.2868E-04

0.1

Fifth calculation: sliding systems and interaction matrix defined by the user, and behavior POLYCRISTAL (only one phase, to allow comparison with previous calculations):

Integration

Identification

Reference

% Tolerance

Polycrystal

\({\sigma }_{\mathit{xx}}\) by SIEF_ELGA

-212.3

0.1

Polycrystal

\({\varepsilon }_{\mathrm{xx}}\) by EPSP_ELGA

-5.3785E-04

0.3

Polycrystal

\({v}_{99}\) by VARI_ELGA

5.2868E-04

0.8

3.2.6. Behavior: MONO_DD_KR#

Integration

Identification

Reference

% Tolerance

implicit

\({\sigma }_{\mathit{xx}}\) of SIEF_ELGA

-324.37

0.40

implicit

\({\varepsilon }_{\mathit{xx}}\) of EPSP_ELGA

-8.1822E-04

0.20

explicit

\({\sigma }_{\mathit{xx}}\) of SIEF_ELGA

-324.37

0.40

explicit

\({\varepsilon }_{\mathit{xx}}\) of EPSP_ELGA

-8.1822E-04

0.05

Polycrystal

\({\sigma }_{\mathit{xx}}\) by SIEF_ELGA

-324.37

0.40

Polycrystal

\({\varepsilon }_{\mathit{xx}}\) by EPSP_ELGA

-8.1822E-04

0.05