Cancellation phase steps can jump up or down by 360 degrees at level minima
Evidence
In these cases, the dependence of the cancellation phase on the lower primary level follows a curve that is almost 360 0 lower that expected. This means that the phase pattern depends on the individual or on the parameters, and can produce phase jumps downwards at the levels of L1 for which the cancellation level reaches a minimum, or phase jumps upwards in order to reach a similar value but 3600 higher. — Professor Dr.-Ing. Hugo Fastl, Professor Dr.-Ing. Eberhard, Psychoacoustics- Facts and Models, 1584
Categorization
Category: Contrarian or Surprising Claims
Related
- Individual differences make averaging meaningless in cancellation-level data (similarity 0.83)
- Large primary frequency separations yield multiple cancellation-level notches (similarity 0.82)
- A minority of listeners show quadratic distortion that depends non-ideally on level and phase. (similarity 0.81)
- Vector phase differences, not amplitudes, determine cancellation tone levels (similarity 0.80)
- Individual variability in distortion-product cancellation grows with primary frequency separation (similarity 0.80)
- Model predicts a minimum in cancellation level via phase-aware vector sums (similarity 0.78)