[ GiDlist ] visualization of gauss point values
Posted: Wed Oct 03, 2001 3:36 pm
Hello,
I implemented a GiD model with two different types of 2D elements,
triangles (one gauss point) and quadrilaterals (four GP).
Now, I'm trying to visualize the stresses and strains at gauss points in my
example (see attachments), but in GiD 6.1.5b I can see at once only one of
the two different domains (tria or quad). Is it possible to visualize the
results in the gauss points for all the two domains (quadrilaterals _and_
triangles)?
Note that for the quadrilaterals the gauss points values (from the second
row to the fourth) are not realistic in es03b.flavia.res, but this should
not matter.
Thank you in advance and regards.
Aldo
ALDO GHISI
Department of Structural Engineering
Politecnico di Milano
Piazza Leonardo da Vinci 32, 20133 Milano, Italy
Tel.: +39 02 2399 4218
Fax.: +39 02 2399 4220
E_mail: aldo.ghisi at polimi.it
-------------- next part --------------
GiD Post Results File 1.0
GaussPoints "Tria3_1_GP" ElemType Triangle "Tria3_1_GP"
Number of Gauss Points: 1
Natural Coordinates: Internal
End GaussPoints
GaussPoints "Quad4_4_GP" ElemType Quadrilateral "Quad4_4_GP"
Number of Gauss Points: 4
Natural Coordinates: Internal
End GaussPoints
Result "Displacements" "Titolo" 1 Vector OnNodes
ComponentNames "X-DISPL", "Y-DISPL", "Z-DISPL"
Values
1 0.00000E+00 0.00000E+00
2 -6.86845E-04 -5.53398E-04
3 3.92894E-06 1.78447E-05
4 -6.78444E-04 2.13458E-05
5 0.00000E+00 0.00000E+00
6 -1.75166E-03 -9.27109E-04
7 -8.52555E-04 6.17414E-04
8 -1.73433E-03 2.70467E-05
9 -1.75616E-03 1.02228E-03
10 -2.85734E-03 -9.86065E-04
11 -2.90828E-03 2.83479E-05
12 -3.12001E-03 1.16769E-03
End Values
Result "Stress" "Titolo" 1 Matrix OnNodes
ComponentNames "XX-STR", "YY-STR", "XY-STR", "ZZ-STR"
Values
1 -1.8839E+00 -4.4562E+00 -1.9020E+00 -1.5438E+00
2 -7.5555E-01 -2.4206E+00 -8.1245E-01 -1.1560E+00
3 -6.0784E-01 -1.4614E+00 -6.2076E-01 -1.1360E+00
4 -1.6667E-01 7.1489E-01 1.9710E-01 -1.0694E+00
5 3.5565E-01 2.1994E+00 7.6651E-01 -1.1039E+00
6 -3.3196E-01 -1.9817E+00 -4.8138E-01 -9.2480E-01
7 -7.6968E-02 3.3601E+00 8.6123E-01 -7.9987E-01
8 -3.5712E-01 -2.0002E-01 -1.3230E-01 -8.4685E-01
9 -9.0847E-01 1.5384E+00 9.8198E-02 -8.0979E-01
10 -4.4375E-01 -5.7841E-01 -2.5554E-01 -8.7097E-01
11 -1.3169E+00 2.9780E-01 -2.5478E-01 -1.0505E+00
12 -2.7428E+00 1.2572E+00 -3.7138E-01 -1.2572E+00
End Values
Result "Strains" "Titolo" 1 Matrix OnNodes
ComponentNames "XX-EPS", "YY-EPS", "XY-EPS", "ZZ-EPS"
Values
1 7.8579E-07 -1.1068E-04 0.0000E+00 -1.3380E-04
2 2.0284E-06 -5.6583E-05 0.0000E+00 -6.0575E-05
3 5.6010E-07 -3.6426E-05 0.0000E+00 -9.8456E-05
4 -7.5831E-06 1.0640E-05 0.0000E+00 -5.0567E-05
5 -1.7804E-05 6.2092E-05 0.0000E+00 -9.5670E-05
6 3.2399E-06 -3.9940E-05 0.0000E+00 -3.4796E-05
7 -2.0411E-05 6.0200E-05 0.0000E+00 -3.4058E-05
8 -3.7766E-06 -1.2052E-05 0.0000E+00 -3.1415E-05
9 -1.7976E-05 1.6103E-05 0.0000E+00 -3.2713E-05
10 -3.3609E-06 -5.7655E-06 0.0000E+00 -3.1106E-05
11 -1.8967E-05 9.8676E-06 0.0000E+00 -3.7518E-05
12 -4.2346E-05 2.9082E-05 0.0000E+00 -4.4901E-05
End Values
Result "Stress_GP" "Titolo" 1 Matrix OnGaussPoints "Tria3_1_GP"
ComponentNames "XX-STR", "YY-STR", "ZZ-STR", "XY-STR"
Values
1 -1.961E-02 1.468E-02 -1.481E-03 -1.616E+00
2 -1.884E+00 -4.456E+00 -1.902E+00 -1.544E+00
3 7.998E-02 5.736E-02 4.120E-02 -2.484E-01
4 7.309E-01 4.384E+00 1.535E+00 -5.919E-01
7 -3.898E-02 -8.934E-01 -2.331E-01 -8.485E-01
8 -8.485E-01 -2.634E-01 -2.780E-01 -8.934E-01
9 -3.595E-01 -1.004E-01 -1.150E-01 -1.001E+00
10 -2.743E+00 1.257E+00 -3.714E-01 -1.257E+00
End Values
Result "Stress_GP" "Titolo" 1 Matrix OnGaussPoints "Quad4_4_GP"
ComponentNames "XX-STR", "YY-STR", "ZZ-STR", "XY-STR"
Values
5 -3.847E-01 -2.013E+00 -4.795E-01 -1.496E+00
-3.647E-01 -2.113E+00 -4.695E-01 -1.396E+00
-3.747E-01 -2.213E+00 -4.795E-01 -1.596E+00
-3.447E-01 -2.313E+00 -4.595E-01 -1.496E+00
6 -8.004E-01 1.938E+00 2.276E-01 -1.044E+00
-8.104E-01 1.438E+00 2.176E-01 -1.144E+00
-8.204E-01 1.338E+00 2.376E-01 -1.044E+00
-8.304E-01 1.538E+00 2.476E-01 -1.144E+00
End Values
Result "Strains_GP" "Titolo" 1 Matrix OnGaussPoints "Tria3_1_GP"
ComponentNames "XX-EPS", "YY-EPS", "XY-EPS", "ZZ-EPS"
Values
1 -7.858E-07 7.002E-07 0.000E+00 -1.400E-04
2 7.858E-07 -1.107E-04 0.000E+00 -1.338E-04
3 1.680E-06 7.002E-07 0.000E+00 -2.153E-05
4 -3.482E-05 1.235E-04 0.000E+00 -5.130E-05
7 3.466E-06 -1.179E-05 0.000E+00 -3.030E-05
8 -1.019E-05 2.602E-07 0.000E+00 -3.191E-05
9 -4.367E-06 2.602E-07 0.000E+00 -3.574E-05
10 -4.235E-05 2.908E-05 0.000E+00 -4.490E-05
End Values
Result "Strains_GP" "Titolo" 1 Matrix OnGaussPoints "Quad4_4_GP"
ComponentNames "XX-EPS", "YY-EPS", "XY-EPS", "ZZ-EPS"
Values
5 2.276E-06 -3.680E-05 0.000E+00 -7.183E-05
2.376E-06 -3.780E-05 0.000E+00 -7.283E-05
2.476E-06 -3.880E-05 0.000E+00 -7.383E-05
2.176E-06 -3.980E-05 0.000E+00 -7.483E-05
6 -2.467E-05 4.106E-05 0.000E+00 -5.013E-05
-2.367E-05 4.206E-05 0.000E+00 -5.113E-05
-2.567E-05 4.306E-05 0.000E+00 -5.213E-05
-2.667E-05 4.406E-05 0.000E+00 -5.313E-05
End Values
-------------- next part --------------
# FEAP Es03b
# numnp,numel,nummat,ndm,ndf,nen,nen1
# 12 10 3 2 2 4 9
Mesh "Only_coordinates" Dimension 2 ElemType Triangle Nnode 3
Coordinates
1 0.0000 0.0000
2 0.0000 5.0000
3 5.0000 0.0000
4 5.0000 5.0000
5 10.0000 0.0000
6 0.0000 10.0000
7 10.0000 5.0000
8 5.0000 10.0000
9 10.0000 10.0000
10 0.0000 15.0000
11 5.0000 15.0000
12 10.0000 15.0000
End coordinates
Elements
# no elements entered, they will be in the successive meshes
End elements
Mesh "Tria3_1_GP" Dimension 2 ElemType Triangle Nnode 3
Coordinates
# no coordinates entered, they are already in the first mesh
End coordinates
Elements
1 3 5 4 1
2 2 1 3 1
3 3 4 2 1
4 7 4 5 1
7 6 8 10 3
8 8 11 10 3
9 8 9 11 3
10 9 12 11 3
End elements
Mesh "Quad4_4_GP" Dimension 2 ElemType Quadrilateral Nnode 4
Coordinates
# no coordinates entered, they are already in the first mesh
End coordinates
Elements
5 2 4 8 6 2
6 4 7 9 8 2
End elements
I implemented a GiD model with two different types of 2D elements,
triangles (one gauss point) and quadrilaterals (four GP).
Now, I'm trying to visualize the stresses and strains at gauss points in my
example (see attachments), but in GiD 6.1.5b I can see at once only one of
the two different domains (tria or quad). Is it possible to visualize the
results in the gauss points for all the two domains (quadrilaterals _and_
triangles)?
Note that for the quadrilaterals the gauss points values (from the second
row to the fourth) are not realistic in es03b.flavia.res, but this should
not matter.
Thank you in advance and regards.
Aldo
ALDO GHISI
Department of Structural Engineering
Politecnico di Milano
Piazza Leonardo da Vinci 32, 20133 Milano, Italy
Tel.: +39 02 2399 4218
Fax.: +39 02 2399 4220
E_mail: aldo.ghisi at polimi.it
-------------- next part --------------
GiD Post Results File 1.0
GaussPoints "Tria3_1_GP" ElemType Triangle "Tria3_1_GP"
Number of Gauss Points: 1
Natural Coordinates: Internal
End GaussPoints
GaussPoints "Quad4_4_GP" ElemType Quadrilateral "Quad4_4_GP"
Number of Gauss Points: 4
Natural Coordinates: Internal
End GaussPoints
Result "Displacements" "Titolo" 1 Vector OnNodes
ComponentNames "X-DISPL", "Y-DISPL", "Z-DISPL"
Values
1 0.00000E+00 0.00000E+00
2 -6.86845E-04 -5.53398E-04
3 3.92894E-06 1.78447E-05
4 -6.78444E-04 2.13458E-05
5 0.00000E+00 0.00000E+00
6 -1.75166E-03 -9.27109E-04
7 -8.52555E-04 6.17414E-04
8 -1.73433E-03 2.70467E-05
9 -1.75616E-03 1.02228E-03
10 -2.85734E-03 -9.86065E-04
11 -2.90828E-03 2.83479E-05
12 -3.12001E-03 1.16769E-03
End Values
Result "Stress" "Titolo" 1 Matrix OnNodes
ComponentNames "XX-STR", "YY-STR", "XY-STR", "ZZ-STR"
Values
1 -1.8839E+00 -4.4562E+00 -1.9020E+00 -1.5438E+00
2 -7.5555E-01 -2.4206E+00 -8.1245E-01 -1.1560E+00
3 -6.0784E-01 -1.4614E+00 -6.2076E-01 -1.1360E+00
4 -1.6667E-01 7.1489E-01 1.9710E-01 -1.0694E+00
5 3.5565E-01 2.1994E+00 7.6651E-01 -1.1039E+00
6 -3.3196E-01 -1.9817E+00 -4.8138E-01 -9.2480E-01
7 -7.6968E-02 3.3601E+00 8.6123E-01 -7.9987E-01
8 -3.5712E-01 -2.0002E-01 -1.3230E-01 -8.4685E-01
9 -9.0847E-01 1.5384E+00 9.8198E-02 -8.0979E-01
10 -4.4375E-01 -5.7841E-01 -2.5554E-01 -8.7097E-01
11 -1.3169E+00 2.9780E-01 -2.5478E-01 -1.0505E+00
12 -2.7428E+00 1.2572E+00 -3.7138E-01 -1.2572E+00
End Values
Result "Strains" "Titolo" 1 Matrix OnNodes
ComponentNames "XX-EPS", "YY-EPS", "XY-EPS", "ZZ-EPS"
Values
1 7.8579E-07 -1.1068E-04 0.0000E+00 -1.3380E-04
2 2.0284E-06 -5.6583E-05 0.0000E+00 -6.0575E-05
3 5.6010E-07 -3.6426E-05 0.0000E+00 -9.8456E-05
4 -7.5831E-06 1.0640E-05 0.0000E+00 -5.0567E-05
5 -1.7804E-05 6.2092E-05 0.0000E+00 -9.5670E-05
6 3.2399E-06 -3.9940E-05 0.0000E+00 -3.4796E-05
7 -2.0411E-05 6.0200E-05 0.0000E+00 -3.4058E-05
8 -3.7766E-06 -1.2052E-05 0.0000E+00 -3.1415E-05
9 -1.7976E-05 1.6103E-05 0.0000E+00 -3.2713E-05
10 -3.3609E-06 -5.7655E-06 0.0000E+00 -3.1106E-05
11 -1.8967E-05 9.8676E-06 0.0000E+00 -3.7518E-05
12 -4.2346E-05 2.9082E-05 0.0000E+00 -4.4901E-05
End Values
Result "Stress_GP" "Titolo" 1 Matrix OnGaussPoints "Tria3_1_GP"
ComponentNames "XX-STR", "YY-STR", "ZZ-STR", "XY-STR"
Values
1 -1.961E-02 1.468E-02 -1.481E-03 -1.616E+00
2 -1.884E+00 -4.456E+00 -1.902E+00 -1.544E+00
3 7.998E-02 5.736E-02 4.120E-02 -2.484E-01
4 7.309E-01 4.384E+00 1.535E+00 -5.919E-01
7 -3.898E-02 -8.934E-01 -2.331E-01 -8.485E-01
8 -8.485E-01 -2.634E-01 -2.780E-01 -8.934E-01
9 -3.595E-01 -1.004E-01 -1.150E-01 -1.001E+00
10 -2.743E+00 1.257E+00 -3.714E-01 -1.257E+00
End Values
Result "Stress_GP" "Titolo" 1 Matrix OnGaussPoints "Quad4_4_GP"
ComponentNames "XX-STR", "YY-STR", "ZZ-STR", "XY-STR"
Values
5 -3.847E-01 -2.013E+00 -4.795E-01 -1.496E+00
-3.647E-01 -2.113E+00 -4.695E-01 -1.396E+00
-3.747E-01 -2.213E+00 -4.795E-01 -1.596E+00
-3.447E-01 -2.313E+00 -4.595E-01 -1.496E+00
6 -8.004E-01 1.938E+00 2.276E-01 -1.044E+00
-8.104E-01 1.438E+00 2.176E-01 -1.144E+00
-8.204E-01 1.338E+00 2.376E-01 -1.044E+00
-8.304E-01 1.538E+00 2.476E-01 -1.144E+00
End Values
Result "Strains_GP" "Titolo" 1 Matrix OnGaussPoints "Tria3_1_GP"
ComponentNames "XX-EPS", "YY-EPS", "XY-EPS", "ZZ-EPS"
Values
1 -7.858E-07 7.002E-07 0.000E+00 -1.400E-04
2 7.858E-07 -1.107E-04 0.000E+00 -1.338E-04
3 1.680E-06 7.002E-07 0.000E+00 -2.153E-05
4 -3.482E-05 1.235E-04 0.000E+00 -5.130E-05
7 3.466E-06 -1.179E-05 0.000E+00 -3.030E-05
8 -1.019E-05 2.602E-07 0.000E+00 -3.191E-05
9 -4.367E-06 2.602E-07 0.000E+00 -3.574E-05
10 -4.235E-05 2.908E-05 0.000E+00 -4.490E-05
End Values
Result "Strains_GP" "Titolo" 1 Matrix OnGaussPoints "Quad4_4_GP"
ComponentNames "XX-EPS", "YY-EPS", "XY-EPS", "ZZ-EPS"
Values
5 2.276E-06 -3.680E-05 0.000E+00 -7.183E-05
2.376E-06 -3.780E-05 0.000E+00 -7.283E-05
2.476E-06 -3.880E-05 0.000E+00 -7.383E-05
2.176E-06 -3.980E-05 0.000E+00 -7.483E-05
6 -2.467E-05 4.106E-05 0.000E+00 -5.013E-05
-2.367E-05 4.206E-05 0.000E+00 -5.113E-05
-2.567E-05 4.306E-05 0.000E+00 -5.213E-05
-2.667E-05 4.406E-05 0.000E+00 -5.313E-05
End Values
-------------- next part --------------
# FEAP Es03b
# numnp,numel,nummat,ndm,ndf,nen,nen1
# 12 10 3 2 2 4 9
Mesh "Only_coordinates" Dimension 2 ElemType Triangle Nnode 3
Coordinates
1 0.0000 0.0000
2 0.0000 5.0000
3 5.0000 0.0000
4 5.0000 5.0000
5 10.0000 0.0000
6 0.0000 10.0000
7 10.0000 5.0000
8 5.0000 10.0000
9 10.0000 10.0000
10 0.0000 15.0000
11 5.0000 15.0000
12 10.0000 15.0000
End coordinates
Elements
# no elements entered, they will be in the successive meshes
End elements
Mesh "Tria3_1_GP" Dimension 2 ElemType Triangle Nnode 3
Coordinates
# no coordinates entered, they are already in the first mesh
End coordinates
Elements
1 3 5 4 1
2 2 1 3 1
3 3 4 2 1
4 7 4 5 1
7 6 8 10 3
8 8 11 10 3
9 8 9 11 3
10 9 12 11 3
End elements
Mesh "Quad4_4_GP" Dimension 2 ElemType Quadrilateral Nnode 4
Coordinates
# no coordinates entered, they are already in the first mesh
End coordinates
Elements
5 2 4 8 6 2
6 4 7 9 8 2
End elements