vgarzani
Mechanical
- Aug 4, 2001
- 14
Used to be PdM person at NucPowerStation, now am pump Eng. but still dabble. I was intrigued by Gaberson's recent article in S&V on Wavelets. Found an excellent time freq. toolbox for Matlab at: - skip to the chase, the Choi-Williams distribution is calculated pretty efficiently by the function tfrcw.m (requires Matlab and I think the signal processing toolbox)
Current process is a kludge, but is getting better - export waveform data from MasterTrend / RBMware database - then import to Matlab and mess with. Just finished automating some of this to speed it up -> using ODBC access and some VB to efficiently write waveform files which can be easily read by Matlab. Then put together tf views with scaling of Time in shaft revolutions for X and Freq in orders for Y. This has almost made the process reasonable. But the views seem to be very interresting to show "what is happening when".
Before doing a tfrcw(sig) you might want to decimate and then make it analytic with hilbert(sig). Having fun with these novel views - anyone else doing something similar?
Current process is a kludge, but is getting better - export waveform data from MasterTrend / RBMware database - then import to Matlab and mess with. Just finished automating some of this to speed it up -> using ODBC access and some VB to efficiently write waveform files which can be easily read by Matlab. Then put together tf views with scaling of Time in shaft revolutions for X and Freq in orders for Y. This has almost made the process reasonable. But the views seem to be very interresting to show "what is happening when".
Before doing a tfrcw(sig) you might want to decimate and then make it analytic with hilbert(sig). Having fun with these novel views - anyone else doing something similar?