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You mean you have been holding out on us for the OGG Vorbis format? Early on when storage wasn't as cheap that was my goto format for away from home use. Oh well not the worst mistake in the world.
Hello!
I own an E1DA Cosmos and want to measure the df using DeltaWave. However, every time when i try to write a signal from the DAP, it had significant delays that DeltaWave cannot resolve on its own and sync. Is there a described process or instructions available for testing standalone devices such as DAPs or CDs?
Hello!
I own an E1DA Cosmos and want to measure the df using DeltaWave. However, every time when i try to write a signal from the DAP, it had significant delays that DeltaWave cannot resolve on its own and sync. Is there a described process or instructions available for testing standalone devices such as DAPs or CDs?
If you have a large delay at the start of one of the waveforms (more than a few seconds) you can tell DeltaWave to ignore a number of seconds from that waveform:
You can see how much to trim by loading the waveforms without aligning them by pressing "Show'. As you change Trim settings, you'll see the time difference between them on the Original Waveform with the selected trim applied. You don't have to align them perfectly, just enough to bring them to have the start within a few seconds of each other.
Could you add an optional matching step that, besides matching timing and clock drift, also matches the steady-state frequency and phase response so that only the nonlinear distortion remains, which cannot be filtered out with a simple frequency/phase adjustment?
I think it would be a fantastic tool for stress testing Amps, headphones, and speakers with real music signals.
That is what the Non-linear EQ feature does. The feature computes the inverse impulse response, and then applies it to the comparison waveform. In effect, that should remove all the linear differences in phase and amplitude between the reference and comparison waveforms. The delta waveform/spectrum between the references and non-linear-EQ'ed comparison should then represent all the non-linear differences + noise.
That is what the Non-linear EQ feature does. The feature computes the inverse impulse response, and then applies it to the comparison waveform. In effect, that should remove all the linear differences in phase and amplitude between the reference and comparison waveforms. The delta waveform/spectrum between the references and non-linear-EQ'ed comparison should then represent all the non-linear differences + noise.
Just make sure to use long enough samples. 2-3 minutes at least, since computing the impulse response from noisy data requires more data to average. 10 seconds samples, like some have tried, will not work