Enter the postprocessing module to analyze the solution.

**Main Menu > General Postproc**

**Main Menu > General Postproc > Plot results > Contour Plot > Nodal Solu**

This brings up the *Contour Nodal Solution Data* menu. Select ** Stress** from the left list,

The contour plot also shows the locations of the maximum and minimum values with the labels *MX* and *MN*, respectively. As you can see, the upper and lower disks have deformed and come into contact.

To determine the max principal stress we'll list the principal stresses.

**Main Menu > General Postproc > List Results > Nodal Solution**

This brings up the *List Nodal Solution* menu. Select ** Stress** from the left list,

The first three columns list the first, second and third principal stresses at each node. Scroll all the way down in this window.

As you can see, the maximum principal stress is -1574.9. Recall that the the applied force was specified in Newtons (*p=4500N*) and the geometry in mm. As a result, the max principal stress has units of N/mm^{2}. Also note that the value is negative, which tells us that the max stress is a compressive stress. This is what one would expect based on the loading conditions.

In addition, the max compressive stress is located at node 4 (Third principal stress S3) which belongs to the lower disk and is the node initially in contact with the upper disk. This is also consistent with what one would expect based on the geometry and loading conditions.

To determine the approach (i.e. total distance through which the two bodies move towards each other as a result of load P) we'll list the displacements of all nodes in the y direction.

**Main Menu > General Postproc > List Results > Nodal Solution**

This brings up the *List Nodal Solution* menu. Select ** DOF solution** from the left list,

The approach can be determined by finding the total displacement of a node attached to the upper surface of the upper disk. Since all the nodes attached to the upper area will be equally displaced as a result of the coupled boundary condition, we can look at the displacement of any node attached to the upper surface.

Nodes 7 and 10 are attached to the upper area of the upper disk. From the list above we can see that the displacement of these nodes is the same and has a value of -0.2525e-01. Recall that the geometry was specified in mm. As a result, the displacement has units of mm. Therefore, the approach or total distance through which the two bodies move towards each other is 0.0252 mm.

Go to Step 9: Validate the results

Go to all ANSYS Learning Modules