Date: Thu, 28 Mar 2024 14:12:00 -0500 (CDT)
Message-ID: <9644336.3679.1711653120577@cornell1-cos-conf1.managed.contegix.com>
Subject: Exported From Confluence
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Step 8: Postproces=
s the Results
Main Menu > General Postproc > Plot Results > Deformed =
Shape
Select Def + undef ed=
ge and click OK.
This plots the deformed and undeformed shapes in the Graphics w=
indow. The maximum deformation DMX is 0.026148 inches as repo=
rted in the Graphics window. We should check that our results make=
sense. It appears that the boundary conditions have been satisfied as the =
tip of the shaft moves downward and the hole at the other end of the crank =
is held in place.
Utility Menu > PlotCtrls > Animate > Deformed Shape...<=
/strong>
Select Def + undeform=
ed and click OK. Select Forward Only in the Animation Co=
ntroller. This is also a good way to check the boundary conditions hav=
e been applied correctly. Close the Animation Controller.
Plot Nodal S=
olution of von Mises Stress
For a quick refresher on von Mises stress, click Help. Search for von mi=
ses and click on the result =
2.4 Combined Stresses and Strains (this is lower d=
own among the search results). Read through section 2.4.2.
Main Menu > General Postproc > Plot results > Contour P=
lot > Nodal Solu
Select Nodal Solution=
> Stress > von Mises stress and click OK. To chang=
e the range of stresses displayed, go to
Utility Menu > PlotC=
trls > Style > Contours > Uniform Contours ...
and select User speci=
fied. Specify a range of minimum 0 and maximum 25000. =
We can now see more color variation in the model, and easily pick out the r=
ed areas.
When you plot the "Nodal Solution", ANSYS obtains a continuous distribut=
ion as follows:
1. It determines the average at each node of the values of all elements co=
nnected to the node.
2. Within each element, it linearly interpolates the average nodal values =
obtained in the previous step.
This procedure is in effect a smoothing operation.
The stress concentration located at the tip of the shaft can be ignored =
as the force is applied as a point load. Let's look at the results just for=
the crank by deselecting the elements within the pedal shaft volume. Go to=
Utility menu > Select > Entities ...
Select Volumes=
strong>, By<=
/strong> Num/Pick=
, F=
rom Full and click Apply. Pick the crank volume and click=
OK=
. After we've selected a volume, we must next select all the elements in th=
is volume. In the Select Entities window, select Elements, Attached to, Volumes and =
click Apply. Click Replot=
em> to display the new selection. Notice the deformation is=
exaggerated, revealing that deformation is primarily caused by torsion.
<=
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Higher Re=
solution Image
To select the whole model again, go to Utility Menu > Select =
> Everything.
&=
nbsp;Comparing the =CF=83xx Stress with von Mises Stress
To verify that the bending stress in the crank is relatively insignifica=
nt, we can compare the element =CF=83xx solution with the elemen=
tal von Mises solution.
General Postproc > Plot Results > Contour Plot > Elemen=
t Solu
Click on Stress, then X-Component of stress , then Apply.
If grey areas are appearing in your contour plots, you should go to Utility Menu > PlotCtrls > Style > Contours > Uniform Conto=
urs ..., select Auto calculated, and click OK.
Notice that the top-left and bottom-right corners of the cutout area are=
now blue, and that the scale has been readjusted to show that blue is now =
a large negative stress value. If this were a case of pure bending, we woul=
d expect the top of the crank to be in tension, not compression!
To find out information about specific points on the model, go to
General Postproc > Query Results > Subgrid Solu=
p>
Select Stress, X-directi=
on SX, and click OK. The picking window will appear, and =
you can click on any point in the model. Click OK when finished.
Compare the stress values with the von Mises stress. (Click on von Mises=
stress, then OK)
Investigate =
the Stress Concentration
Let's zoom in on the red area. Use the mouse wheel to zoom in and out in=
the view area. Some other viewing functions: Holding down the Ctrl key and=
the left mouse button allows you to pan the view, while holding the Ctrl k=
ey and the right mouse button allows you to rotate the view. Hold down the =
right mouse button and draw a rectangle to zoom in on a specific region.
Recall that the nodal solution shows smoothed stress values. Let's compa=
re the nodal solution with the element, i.e. non-smoothed, solution.
General Postproc > Plot Results > Contour Plot > Elemen=
t Solu
Click on Stress<=
/strong>, then vo=
n Mises Stress, then the OK button. In the vicinity of th=
e cut-out corners, there are fairly significant discontinuities in the von =
Mises stress across adjacent elements. This suggests that we need to refine=
the mesh at least in this region. This is done in the next step.
Calculat=
e Average Strain in Specified Area
In a perfect world, we would be able to validate the ANSYS results by co=
mparing them with strain gage measurements at selected locations. We unfort=
unately don't have strain gage measurements for this particular geometry bu=
t will anyway show you the process by which you can calculate the average s=
train over an area where a strain gage would be placed. This will help prep=
are you to compare your ANSYS results with strain gage measurements for a d=
ifferent geometry for which you may have experimental data.
Let's assume that the strain gage is placed on the front face of the cra=
nk (z=3D0.5") roughly halfway between the left hole and the cutout=
as shown below.
=
In the coordinate system in our model, let's say this area is given by -=
1.77"=E2=89=A4 x=E2=89=A4 -1.57" and 0.45"=E2=89=A4 y=E2=89=A4 0.85".=
To find the average strain in this area, we will select all nodes that lie=
in this area and then list the strain values at these nodes. You can copy =
these values over to Excel or MATLAB to find the average value.
ANSYS provides extensive capabilities, referred to as "select logic", fo=
r selecting a subset of the full model using various criteria. We'll use se=
lect logic to select the nodes on the front face of the crank. We'll first =
select the area corresponding to this face.
Utility Menu > Plot > Areas
Utility Menu > Select > Entities
Select Areas from the pull-down menu at the top. Make sure By Num/Pick is sele=
cted below that. Click A=
pply.
Hold down the left mouse button until the front face is picked. Click OK in t=
he pick menu.
Only the area corresponding to this face is selected currently. Verify t=
his by clicking Replot=
em> in the Select Entities menu (this replots area=
s).
One key thing to remember about ANSYS' "select logic" is that the =
various entity types (areas, volumes, nodes, elements, etc) are selected in=
dependently. So all nodes are still "selected", not just the ones that are =
located on the front face of the crank. Verify this: Utility Menu &=
gt; Plot > Nodes.
We next select the nodes attached to the previously selected area. In th=
e Select Entities menu, select Nodes from the pull-down menu at the t=
op and Attached to below that. Select <=
strong>Areas, All below that. Click Apply.
Check that only nodes attached to the front face are currently selected =
by clicking Replot<=
/strong> in the Select Entities menu (this replots nodes).<=
/p>
We can get a better idea of where these nodes are located by plotting no=
des as well as lines.
Utility Menu > PlotCtrls > Multi-Plot Controls ..=
. > OK
Select Lines and Nodes=
em> and click OK.
Utility Menu > Plot > Multi-Plots
From these currently selected nodes, we next select nodes that satisfy the=
following criterion: -1.77"=E2=89=A4 x=E2=89=A4 -1.57". In the Select =
Entities menu, retain <=
em>Nodes at the top. Select By Location and X coordinates =
below that. Enter Min,Ma=
x values as per the snapshot below. Since we want the =
nodes to be selected from the current set rather than the full set, choose =
the Reselect radio button. Click Apply and then Replot.
You should see that only the nodes that are in the desired x-co=
ordinate range are selected.
=
=
Save your work:Toolbar > SAVE_DB
Next, from the current set of nodes, select nodes that satisfy the=
following criterion: 0.45"=E2=89=A4 y=E2=89=A4 0.85" by appropriately modi=
fying the previous select action step. The snapshot below shows what I get:=
four nodes remain in the selected set. If you mess up, resume from your .db file.
Now all actions on nodes will be performed only on the four nodes =
that are currently selected. For instance, to list the strain values at the=
se nodes, choose
Main Menu > General Postproc > List results > Nod=
al Solution > Elastic Strain > X-Component of elasti=
c strain
You can save these values to a text file using File > Save&nb=
sp; as. You can then read in the values from the text file into Ex=
cel or MATLAB for further processing such as finding the average.
Once you are done with the select operations, exit the Select Entiti=
es menu and choose
Utility Menu > Select > Everything
Utility Menu > Plot > Nodes
Save your work:Toolbar > SAVE_DB
=
Go to Step 9: Validate the results
See and rate the complete Learning Module=
Go to all ANSYS L=
earning Modules
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