04-03-2008 02:22 AM
04-03-2008
05:25 AM
- last edited on
02-18-2025
10:11 AM
by
Content Cleaner
The Sound and Vibration Measurement Suite provides a vast selection of sound and vibration related signal processing, including frequency response.
https://www.ni.com/en-us/shop/product/labview-sound-and-vibration-toolkit.html
There are many signal processing functions available for LabVIEW
https://www.ni.com/en/shop/labview/analysis-and-signal-processing-with-labview.html
And if you are using traditional programming languages, take a look at LabWindows CVI, Measurement Studio, and the Advanced Signal Processing tools
04-04-2008 02:07 AM
04-04-2008 04:15 PM
04-08-2008 02:40 AM
04-09-2008
01:54 PM
- last edited on
02-18-2025
10:14 AM
by
Content Cleaner
Hi Bhaskar,
There's a difference between studying a signal's frequency response and a signals frequency spectrum. For example if you are interested in the response of Vo/Vi as the frequency changes, you would use a Bode plot. A Bode plot is the amplitude vs. frequency or the phase vs. frequency. Usually frequency is logarithmically scaled and the two plots are stacked so you can see their relationship to each other. Phase will change with frequency as well as the amplitude. This is useful in studying transfer functions and how circuits respond to different stimuli.
If you are interested in the spectrum of frequencies that are contained in a signal, you would use an FFT. The highest amplitude would correlate to the fundamental frequency of your signal. This is not the same as phase. If you take an FFT, you will be specifying the frequency resolution (which may not be apparent but your parameters and array length, amongst other things, will set your resolution). So if you're resolution is 10Hz and you're FFT(Vo) = [.2, .2, 51, .2, .4, .3], your fundamental frequency would be 30Hz. Any other peaks above the noise floor will represent harmonics or other tones in your signal. A musical chord, for example, could contain 3 tones but many harmonics.
Please take a look at these documents
Using Fast Fourier Transforms and Power Spectra in LabVIEW
https://www.ni.com/en/shop/labview/using-fast-fourier-transforms-and-power-spectra-in-labview.html
An Overview of Frequency-Domain Measurements
https://knowledge.ni.com/KnowledgeArticleDetails?id=kA03q000000YGJ7CAO&l=en-US
04-10-2008 08:22 AM
04-11-2008 10:07 AM
04-11-2008 10:54 AM - edited 04-11-2008 10:55 AM
04-15-2008 03:41 AM