turn on suggestions

Auto-suggest helps you quickly narrow down your search results by suggesting possible matches as you type.

Showing results for

- Navigation
- Simcenter
- Forums
- Blogs
- Knowledge Bases

- Siemens PLM Community
- Simcenter
- Testing Knowledge Base
- Modal Tips: Roving Hammer versus Roving Accelerome...

- Article History
- Subscribe to RSS Feed
- Mark as New
- Mark as Read
- Bookmark
- Subscribe
- Email to a Friend
- Printer Friendly Page
- Report Inappropriate Content

Siemens Genius

12-03-2016
06:59 PM

**Modal Tips: Roving Hammer versus Roving Accelerometer**

*“To rove or not to rove, that is the question” - Anonymous*

When performing a multiple point modal test with a force impact hammer and accelerometer, there is a choice to move or “rove” either the hammer or the accelerometer between measurement locations.

Roving the impact hammer has some advantages over roving the accelerometer. When moving the accelerometer, one has to unmount and remount the accelerometer at the different measurement points. Moving the accelerometer also changes the mass distribution on the structure, which could alter the natural frequencies.

Moving the hammer is not without considerations however. Because the hammer is a single input and a triaxial accelerometer measures output is three directions, one must take care to ensure the resulting mode shapes are complete.

*Question:*

I am doing a modal test on a structure with an impact hammer and a single triaxial accelerometer. There will be nine measurement locations as shown in *Figure 1.*

I want good mode shapes. Does roving the accelerometer versus roving the hammer make a difference in the modal results?

*Answer:*

Yes! It can make a difference in the mode shape results if you are not careful. It is possible to perform the test and have incomplete mode shape information.

The accelerometer measures in 3 directions and the hammer measures in only one direction. If you move one versus the other, this difference needs to be taken into account.

*Background*

When performing a modal analysis test, consider the possible input references and possible output responses associated with the different measurement locations. A table of the possible inputs and outputs for a nine location test is shown in *Figure 2*.

When measuring the Frequency Response Functions (FRFs) between the nine measurement locations:

- There are 27 possible input locations for applying the input force. At any given location (1, 2, 3, 4, etc.) the force (F) can be applied in three possible directions: x, y, and z. Possible inputs are therefore F1x, F1y, F1z, F2x, F2y, F2z, etc.

- There are 27 possible output locations for measuring the acceleration response. At any given location (1, 2, 3, 4, etc) the acceleration (A) can be applied in three possible directions: x, y, and z. Possible outputs are therefore A1x, A1y, A1z, A2x, A2y, A2z, etc.

To have a proper mode shape, where the phasing of all the measurement points are aligned properly, the measurements must all have a *common reference.*

A *common reference* means that either a complete row or complete column of the table shown in *Figure 3* must be measured.

A set of Frequency Response Function measurements corresponding to any single or row or column are required.

*Roving Accelerometer*

Consider the case where the accelerometer is moved between the nine different locations while the hammer is applied to the same location (F1z) as shown in *Figure 4.*

The accelerometer, which measures in three directions, is first located at measurement location 1. The A1x, A1y, A1z outputs are measured at one time with respect to F1z.

After measuring the three FRFs for location 1, the accelerometer is then moved to location 2. The three outputs of location 2 (A2x, A2y, A2z) are measured with respect to the hammer input at location 1 in the z direction. This continues for locations 3 thru 9.

After all nine locations are measured, one complete row of the table is filled in as shown in *Figure 5*.

The complete row with common reference assures that the phasing of all the measurements are consistent, so that a proper mode shape can be calculated.

*Roving Hammer*

Instead of roving the accelerometer, the hammer could be roved while the accelerometer stays fixed.

In this case, the accelerometer measures output A1x, A1y, and A1z. The hammer impacts at F1z, which happens to be perpendicular to the surface of the test object. The hammer is then moved to F2z, F3z, etc. This happens until impacts are done at all nine locations as shown in *Figure 6*.

The result of this test is* NOT* a complete row or column in the table after the test is complete as shown in *Figure 7.*

There is NOT a complete row or column with the roving impact hammer test. The impact hammer was only used in one direction at each different measurement location, instead of being used in all three directions. This is an easy oversight when using a modal impact hammer.

When trying to use an impact hammer on a flat surface, it is very difficult to impact in other than the perpendicular direction to the surface. This is why it is often easy to overlook the need to impact in all three directions when performing an experimental modal analysis.

If the impact hammer was used to input in all three directions (x, y and z) at each location, then three complete columns would have been created. This would result in complete mode shapes as shown in *Figure 8*.

There were 27 possible inputs and 27 possible outputs (9 locations, three directions each) in this modal test. This means to get a complete row or column, 27 FRF measurement functions must be done at a minimum:

- With the roving accelerometer case, only nine actual measurements were required. Each time the accelerometer was moved, three measurements of the associated row in the table were completed.
- In the roving impact hammer case, twenty seven separate measurements must be done. For a given modal impact hammer input, only one measurement is added to a single column in the table.

*If the modal impact hammer is applied in all three directions at each measurement location, a proper modal test would be done, with three complete columns of the table.*

**Conclusion**

While roving a hammer versus roving an accelerometer may outwardly appear to be the same for a modal test, the results can yield an incomplete mode shape. It is important to take care to make sure a complete set of outputs with respect to consistent input are measured.

Questions? Contact us!

**Related Structural Dynamics Links:**

- Siemens Structural Dynamics Solutions
- What is a Frequency Response Function (FRF)?
- What modal impact hammer tip should I use?
- How to calculate damping from a FRF?
- LMS Test.Lab setup tricks for triaxial accelerometers
- What is a Power Spectral Density (PSD)?
- Modal Assurance Criterion (MAC)
- Modal modification and prediction
- User Defined Impact Sequence

**Other Articles:**

Labels:

- Article History
- Subscribe to RSS Feed
- Mark as New
- Mark as Read
- Bookmark
- Subscribe
- Email to a Friend
- Printer Friendly Page
- Report Inappropriate Content

Related content

Follow Siemens PLM Software

© 2017 Siemens Product Lifecycle Management Software Inc