12. J modeling#

Fluid behavior: THMC = LIQU_SATU

12.1. Characteristics of J modeling#

  • Volume modeling

  • 1 mesh HEXA20 from 3D modelling_ THMS: THM_HEXA20S

It is the same modeling as \(G\) but selectively (integration at the vertices for the evolutionary terms and at the Gauss points for the others). The results will therefore be significantly different from the reference case. This is therefore a case of non-regression.

12.2. Tested sizes and results#

Since this test is a non-regression test, we are satisfied with a simple validation over 2 moments.

Discretization in time: Several time steps (16) to study the evolution of pressure during the transition phase until it stabilizes. The time pattern is implicit \((\vartheta =1)\).

List of calculation times in seconds: \({5.10}^{3},{10}^{10}\)

Node

Order Number

Press

Reference

\((\mathit{Pa})\) « 

Tolerance \((\text{\%})\)

\(\mathit{NO}20\)

8 (t=5.10 3s)

\(\mathit{PRE}1\)

65

1.0

16 (t=1010s)

\(\mathit{PRE}1\)

5.10+3

1.0

\(\mathit{NO}1\)

8 (t=5.103s)

\(\mathit{PRE}1\)

-65

1.0

16 (t=1010s)

\(\mathit{PRE}1\)

-5.10+3

1.0

This test also serves to validate the OBSERVATION keyword, on the HEXA20 mesh:

Observation

CHAMP

CMP

EVAL_ELGA

EVAL_CHAM

1

SIEF_ELGA

SIP

VALE — POINT =1

MIN

2

SIEF_ELGA

SIYY

MIN

MIN

3

SIEF_ELGA

SIZZ

MIN

MIN

3

SIEF_ELGA

SIP

MIN

MIN

With the following results (NON_REGRESSION):

Observation

Order Number

Reference \((\mathit{Pa})\)

Tolerance \((\text{\%})\)

1

16 (t=10 10s)

2886.7983561532

1.00E-006

2

16 (t=1010s)

-4999.9526983562

1.00E-006

3

16 (t=1010s)

-9.74094E-18

1.00E-012 (absolute)

4

16 (t=1010s)

-6.21766E-17

1.00E-012 (absolute)

5 - MINI_ABS

16 (t=10 10s)

4999.9526983751

1.00E-006

6 - MAXI_ABS

16 (t=10 10s)

5000.0469320954

1.00E-006