•Once the Analysis Job Monitor reports that the analysis has been completed, click Cancel on that window and then close the Information window
•Expand the Structural item in the Post Processing Navigator and then Mode 1, 5.07776Hz
•Notice how much lower in frequency this is than the 196Hz associated with a correctly tuned G or 3rd string
Step 10: Animate the Mode Shape
•Select Animate
in the Animation group of the Results tab tool ribbon
•Set the Style to Modal
•Set the Number of Frames to 20
•Check the Full-cycle checkbox
•Press Play
•When the string vibrates in the mode depicted, a sound at a pitch of about 5.265Hz will be heard
When done viewing the mode, click Stop and then Cancel
Step 11: Create the Static Solutions Subcase
•Click Return to Home
•Right-click on Solution 1 and select New Subcase…
•In the Solution Step menu, ensure that Step is set to Subcase – Statics
•Click on Create Step
•Click OK
•Create another subcase using the same process as mentioned above
•Set Relative Position to [Before] Subcase – Statics 1
•Click OK
Step 12: Create the String Pretension using the Bolt Pre-Load Tool
•Select Bolt Pre-Load from the Load Type drop-down menu in the Loads and Conditions group of the Home tab tool ribbon
•Ensure that the drop-down at the top of the Bolt Pre-Load menu is set to Force or Displacement on 1D Elements
•Set the Force to 92.05N
•Select a single element (use the Type Filter in the top left corner to select elements) and click OK
Step 13: Run the Analysis on the Pre-Stressed String
•Right click on Solution 1 in the Simulation Navigator and select Solve
•Click OK
•Once the Analysis Job Monitor reports that the analysis has been completed, click Cancel on that window and then close the Information window
Step 14: Post the Modal Results for the Pre-Stressed String
•Expand the Results item in the Simulation Navigator
•Double click on the Structural Item
•Expand the Structural item in the Post Processing Navigator, then Subcase – Eigenvalue Method 1
•Double click on Displacement – Nodal
•The first mode shape is now displayed
•Notice that the mode frequency has increased to 198.74Hz, which is close to the predicted value of 196Hz