13. Summary of results#
Summary
|
3 |
D |
D_ PLAN |
Axis |
||||||
Max in% |
Mod A |
Mod B |
Mod C |
Mod D |
Mod E |
Mod F |
Mod G |
Mod H |
Mod I |
Mod J |
Travel
|
—0.27 —0.39 |
—0.10 —0.02 |
—0.10 —0.68 |
0.17 —0.28 |
—0.27 —0.39 |
—0.10 —0.29 |
—0.09 —0.29 |
—0.01 —0.01 |
0.00 0.00 |
—0.00 —0.00 |
Constraints |
||||||||||
A, C, E
|
29.23
|
0.10
|
16.92
|
—9.20
|
29.18
|
0.11
|
0.37
|
5.72 |
0.27 |
0.27 |
Constraints |
||||||||||
A, C, E
|
59.04
|
0.41
|
47.19
|
12.67
|
59.01
|
0.41
|
—0.18
|
12.19
|
0.09
|
0.09
|
Constraints |
||||||||||
A, C, E
|
44.50
|
0.37
|
21.51
|
4.11
|
44.10
|
0.37
|
0.02
|
1.46
|
0.57
|
0.57
|
Constraints |
||||||||||
A, C, E
|
9.20
|
0.34
|
3.30
|
—0.24
|
—9.19
|
—0.34
|
0.23
|
|||
The meshes for items of order 1 are not fine enough.
The results are more accurate with items of order 2.
The problem is more suitable for axisymmetric modeling (H, I, J) -> better results.
The results of \(\mathrm{3D}\) elements and plane elements that have matching interpolation spaces are the same.
The results of axisymmetric elements QUAD8 and QUAD9 are the same.