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#38061 - 09/24/10 02:41 AM Question for Harmonic Analysis in CAESARII application Guide
stress river Offline
Member

Registered: 01/23/06
Posts: 81
Loc: china
Dear sirs:
When I study the example for Harmonic Analysis in Chapter7 of Version 5.10 CAESAR II application Guide, I meet a confusing question:
- I follow closely the instruction in this manual and get the consistent result;
- I change the pipe thickness from 0.154" to 0.3", I get different natural frequency :
1 142.035

2 148.110

3 175.184

4 275.525

5 516.721 3246.657
- I set the excitation frequency to be 140hz and observe the modal shape. I found the excited modal shape also same as that before thickness changed.

For my undersatnding, this time, the excited modal shape sould be also almost same as that shape(back and forth along X-axis) under first natural frequency (142hz).

So can somebody give some comments?

thanks very much!



Edited by stress river (09/24/10 02:41 AM)
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#38063 - 09/24/10 06:42 AM Re: Question for Harmonic Analysis in CAESARII application Guide [Re: stress river]
Richard Ay Offline
Member

Registered: 12/13/99
Posts: 6226
Loc: Houston, Texas, USA
Quote:
I set the excitation frequency to be 140hz and observe the modal shape. I found the excited modal shape also same as that before thickness changed.

The animation of the harmonic results is showing you the system response to the load/frequency event. (This is not the same as the animation of the natural modes of vibration.) While changing the wall thickness will change the natural frequencies, the response of the piping system to a given load may or may not be all that different. The overall shape (what gets animated) can be similary visually, but the loads and stresses can be different.

Quote:
For my undersatnding, this time, the excited modal shape sould be also almost same as that shape(back and forth along X-axis) under first natural frequency (142hz).

Maybe. The overall response of the system is a combination of the responses off all of the individual modes. By changing the wall thickness, if one of the (major) contributing modes changes, then the harmonic animation will change. If the major contributing modes don't change, then the overall harmonic response won't change.
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