Post on 04-Jun-2018
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Combination of Shell and Beam Elements Problem Statement: Consider a plate welded to two beams as shown below. Determine the . . .
a. deflection of the structure
b. x‐component of stress acting on the model
c. y‐component of stress acting on the model
d. z‐component of stress acting on the model
X
96 in
48 in
Y
X
Z
Pressure acting on the plate: 50 psi
1 in
4 in
2 in
Front view
Y
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ANSYS procedure: 1. Preprocessor >Element type > Add/Edit/Delete > (Add) > (Shell) > (8 node 93) > Apply > (Add) >
Beam > (3 node 189)
2. Preprocessor > Real constants > Add/Edit/Delete > (Add) > Type 1 (Shell 93) > OK > Shell
thickness at node I = 1 > OK
3. Preprocessor > Material properties > Material models > Structural > Linear > Elastic > Isotropic
Enter EX = 296 and PRXY = 0.3
4. Preprocessor >Modeling > Create > Key points > In active CS
Key point X coordinate Y coordinate Z coordinate
1 0 0 0
2 48 0 0
3 48 0 96
4 0 0 96
5 0 40 48
6 48 40 48
Keypoints 5 and
6 are
orientation
keypoints
that
will
be
used
for
the
BEAM189
elements.
5. PlotCtrls > PanZoomRotate > Iso
6. Preprocessor > Modeling > Create > Lines >Lines > Straight lines (Click on the key points
1,2,2,3,3,4,4,1 to create the boundary of rectangle )
7. Preprocessor > Modeling > Create > Areas > Arbitrary > By lines > Pick the four lines, starting
with 1 and ending with 4, to make a rectangular area. The order that the lines are entered can
influence the surface normal and the direction that the pressure loading acts (up or down).
8. Preprocessor > Meshing > Mesh
tool > Element attributes > Areas >
Set > Pick
area
> OK
>
TYPE = Shell 93 > OK
9. Preprocessor > Meshing > Mesh
tool > Size cntrls > Areas > Set >
Pick area > OK > SIZE = 4
10. Preprocessor > Meshing > Mesh
tool > Mesh > Areas > Free > Mesh
> Pick area > OK
11. Preprocessor > Meshing > Mesh tool > Element attributes > Lines > Set > Pick line 2 (the one
between keypoints 2 and 3) > OK > TYPE = Beam 189 > Orientation key points = Yes > OK > Pick
key point 5 >OK
12. Preprocessor > Meshing > Mesh tool > Element attributes > Lines > Set > Pick line 4 (the one
between keypoints 3 and 4) > OK > TYPE = Beam 189 > Orientation key points = Yes > OK > Pick
key point 6 >OK
Line 1
Line 2
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13. Preprocessor > Meshing > Mesh tool > Mesh > Lines > Mesh > Pick lines 2 and 4 > OK
14. Utility menu > Plot ctrls > Style > Size and shape > /ESHAPE = on > OK
15. Preprocessor > Sections > Beam > Common sections >
Front view
Since the SAME lines were used to define beam elements AND the area from which the shell elements
were meshed, the shell and beam elements share the same degrees of freedom along the long edges of
the plate. Also note that since quadratic elements (3 nodes on a side) were used for the shell and beam
elements, there is no chance for unwanted gaps developing between the two element types.
16. Utility menu > Plot > Replot
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Applying loads: 17. Solution > Define loads >
Apply > Structural >
Displacement > On keypoints
Key point
DOF
1 Ux,Uy,Uz = 0
2 Uy,Uz = 0
3 Uy = 0
4 Ux,Uy = 0
The beams are simply supported,
and the plate is supported by the
beams.
18. Solution > Define loads >
Apply > Structural > Pressure
> On areas > Pick area > OK >
VALUE =50
19. Solution > Solve > Current LS Post processing:
20. General Postproc > Plot results >
Deformed Shape > Def + Undef edge
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23. General Postproc > Plot results >
Contour plot > Element solution >
Stress > Y‐component of stress > OK
21. General Postproc > Plot results >
Contour plot > Element solution >
Stress > von Mises stress > OK
22. General Postproc > Plot results >
Contour plot > Element solution >
Stress > X‐component of stress > OK
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24. General Postproc > Plot results >
Contour plot > Element solution >
Stress > Z component of stress > OK
Summary of results: a. Maximum deflection : 2.202 in
b. Maximum X‐component of stress : 111668 psi (tensile on bottom of plate)
c. Maximum Y‐component of stress : ‐ 50 psi (traction on surface = applied pressure, as expected)
d. Maximum Z‐component of stress : 27250 psi
e. Maximum von Mises stress : 111835 psi
This tutorial was developed by David Hall and Sai Ravi Kanth Tummala © 2008