Problem Specification |
Step 8: Postprocess the results |
The Results Viewer provides a convenient way to review results.
Main Menu > General Postproc > Results Viewer
The title bar for the Results Viewer indicates that the results are being read from the shell.rst file. Rearrange the windows slightly so that you can access the Results Viewer, ANSYS GUI and tutorial simultaneously.
Under Choose a result item, select Nodal Solution > DOF Solution > Displaced structure. Click on the Plot Results icon.
Hold down the Ctrl key and use the mouse to manipulate the model view;check that the BC's and loads have been imposed correctly. The snapshot below shows one view that is useful in checking the BC's. Are the symmetry and clamped conditions satisfied at the corresponding edges for the facesheet as well as the stiffeners? Is the model deformation as you'd expect for a uniform pressure on the facesheet in the +z direction?
The maximum displacement DMX=3.88 mm. Where do you think this occurs? We'll check this in a minute.
Animate the defromation and obsessively recheck the BC's:
Results Viewer > Animate Results > Deformed Shape > OK > Def + undef edge > OK
Select Forward Only in the Animation Controller.
In the Results Viewer, in place of Displaced structure, choose Nodal Solution > DOF Solution > Z-Component of displacement. Click on the Plot Results icon.
The location of maximum deflection wmax is labeled MX. This occurs not at the facesheet center but on the edge x=0, at approximately y=L1/3. As expected, the deflection is zero along the clamped edges.
To save a copy of this plot, select Results Viewer > Image Capture > Capture to file > OK.
For filename, enter w_contours. This creates the file _w_contours.png_ in your working directory. Check that you can open this file using your pet image viewer.
To query the value of the deflection at the center of the facesheet, select the Query Results icon in the Results Viewer.
Pick the node at X=0, Y=0. The coordinates of the picked node and the corresponding value of UZ (i.e. w displacement) are displayed in the Query Subgrid Results menu. The deflection at the center of the facesheet is 3.8 mm.
Cancel the Query Subgrid Results menu.
For clarity, let's first plot σxx for just the facesheet. Select the elements for the facesheet in two steps:
Results Viewer > Nodal Solution > Stress > Y-Component of stress
Click Plot Results icon. The snapshot below shows the σyy contours.
Using Query Results, I get the following values for the bottom of the facesheet (see snapshot above):
Currently, the facesheet is selected and the stiffeners are unselected. To plot stress contours for the stiffeners, we'll unselect the facesheet and select the stiffeners i.e. reverse the selection. This can be done using the Invert operation:
Select Entities menu> Invert
Select Entities menu> Replot
(In MS-Windows, you can cycle through windows on the desktop by holding down the Alt key and repeatedly pressing the Tab key. In case the Select Entities menu has disappeared, exit the Results Viewer, bring up the Select Entities menu and re-enter the Results Viewer.)
Results Viewer > Nodal Solution > Stress > X-Component of stress
Click Plot Results icon.
Manipulate the view so that you are looking down on the top of the stiffeners as in the snapshot below. You might have to flip the model over.
The σxx values for the stiffeners in the y-direction is virtually zero; confirm this using Query Results. This means that, as expected, the load in the x-direction is carried by the stiffeners in that direction.
Let's determine σxx values at the top of the x-stiffener closest to the center; we'll compare these values to plate theory in Step 9. Using Query Results, I get the following values at the top of this stiffener (see snapshot above):
Results Viewer > Nodal Solution > Stress > Y-Component of stress
Click Plot Results icon.
The σyy values for the stiffeners in the x-direction is virtually zero; confirm this using Query Results. This means that, as expected, the load in the y-direction is carried by the stiffeners in that direction.
Let's determine σyy values at the top of the y-stiffener closest to the center which we'll compare to plate theory in Step 9. Using Query Results, I get the following values at the top of the stiffener (see snapshot above):
Go to Step 9: Validate the results
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