09-05-2006 07:49 AM
How is position and velocity calculated from acceleration in the frequency domain?
That is, acquire acceleration data, convert it via fft into frequency, filter to different response ranges and single or double integrate to velocity or position. This gives a waveform.
So is position and/or velocity the power spectral density of the resultant waveform? Or is it the energy spectrum? Perhaps it’s the peak to peak? Any of the above?
How do the minimum, maximum and average position/ velocity values get calculated from acceleration frequency data?
Thanks,
Bob
09-07-2006 04:38 PM
09-08-2006 07:19 AM
Hi, Andy and thanks for your reply.
In answer to your questions, DASYlab, deeper theory would be nice but I'd prefer more basic information first, application is acceleration response/conversion to frequency domain/integration is needed.
But even the integration isn't as straightforward as it might seem. For example, if a running integration is used you get a cumulative integration. If you use block integration, it depends on how many blocks you integrate for and if you use any weighting per block or number of blocks. And when so many of the same quesions apply for the FFT side it gets extremely variable.
As for outputs, it would be useful to know if there is a physical description of any of these results. For example, does the PSD in velocity mean average surface velocity or maximum or something else entirely? What does the energy spectrum translate into - say for position? Does a peak to peak measure (which may be very narrow in frequency or power) actually translate into maximum peak to peak for the surface? I'm hoping someone can say what results the actual physical measurements translate to.
Thank you,
Bob
09-14-2006 07:55 AM