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I have a completely raw/default measurement of a single sub (with OK coherence all above .7 in case that's relevant)
and a 10th order Butterworth LP filter at 100Hz.
I then created a math source and set it to Apply with the stored measurement and the lp filter:
I expected the math source to preserve the sub measurement below 100Hz and quickly attenuate the signal above it, but as you can see in the image above it has no effect until 357Hz.
To check my approach I switched to a high pass filter @ 100Hz and quickly generated a signal and measurement with my laptop. I get the expected behavior in this case where the measurement has some signal below 100Hz, but when the high pass filter is applied to it that response is attenuated roughly in line with the filter's fall off.
Anyway, not sure if my setup and/or expectations are wrong.
I've enjoyed playing around with the software over the past couple days or so and have managed to hand tune my home system fairly well with it as I've been experimenting. I was looking to model various cross over points and I would like to play around with seeing if I could code up the ability to simulate the effects of PEQ, I guess similar to #69.
Regardless thanks for all the work you've put into OSM.
The text was updated successfully, but these errors were encountered:
Figured out what was up. The measurement was taken at 192kHz and the low pass filter was set to 48kHz.
When I change the LP filter to 192kHz
I guess I assumed that since it forces the same transform mode that it was also forcing the same sample rate to be used so I didn't check to see what the rate of the measurement was once the math apply started displaying data.
With the sample rate matched I get the expected behavior:
I'll go ahead and leave this open in case the same rate mis-match should be an error the same way that source size is. Feel free to close if not.
I have a completely raw/default measurement of a single sub (with OK coherence all above .7 in case that's relevant)
and a 10th order Butterworth LP filter at 100Hz.
I then created a math source and set it to Apply with the stored measurement and the lp filter:
I expected the math source to preserve the sub measurement below 100Hz and quickly attenuate the signal above it, but as you can see in the image above it has no effect until 357Hz.
To check my approach I switched to a high pass filter @ 100Hz and quickly generated a signal and measurement with my laptop. I get the expected behavior in this case where the measurement has some signal below 100Hz, but when the high pass filter is applied to it that response is attenuated roughly in line with the filter's fall off.
Anyway, not sure if my setup and/or expectations are wrong.
I've enjoyed playing around with the software over the past couple days or so and have managed to hand tune my home system fairly well with it as I've been experimenting. I was looking to model various cross over points and I would like to play around with seeing if I could code up the ability to simulate the effects of PEQ, I guess similar to #69.
Regardless thanks for all the work you've put into OSM.
The text was updated successfully, but these errors were encountered: