550 likes | 685 Views
Alaphangmagassag (virtual pitch) Terhardt (1972-74): megkulombozendo “virtual pitch” es “spectral pitch” dimenziok Virtual pitch: valoszinuleg (=biztos) idoelemzesbol adodik Spectral pitch: hangkepelemzes Ket eszleles: hangmagassag es hangszin.
E N D
Alaphangmagassag (virtual pitch) Terhardt (1972-74): megkulombozendo “virtual pitch” es “spectral pitch” dimenziok Virtual pitch: valoszinuleg (=biztos) idoelemzesbol adodik Spectral pitch: hangkepelemzes Ket eszleles: hangmagassag es hangszin
Alaphangmagassag erzekelese:idobe telik? (peldak) “Virtual pitch” hatara kb 1 kHz Dominans frekvenciaterulet (<1500 Hz) es felhangrendszamok (2-6) (Ritsma, 1962) Autokorrelacio reszlegesen megmagyarazza (Matlab peldak)
E Λ
Feloldott es feloldatlan komponensek: Harmonikus felhangok linearisan (Hz) kovetik egymast, Mig a ful tonotopiai rendszere Greenwood egyenletet koveti
Basilar membrane (=alaphàrtya?) BM_mm = (16,7) log10 ((0,006046) freq + 1) (Greenwood egyenlőség)
Theorem proof obvious but no room to give it here...
Time-domain processing • output of cochlea temporally structured • neural circuitry specialized for time
Licklider from cochlea
Jeffress similar model, based on binaural interaction Licklider, Jeffress: excitatory interaction
de Cheveigné Harmonic cancellation: inhibitory interaction
Principle of MSO "coincidence counter" neuron Activated if impulses are simultaneous at input
Right ear Left ear Delay line Model by Jeffress (1948)
Principle of LSO "anti-coincidence counter" neuron activated except if impulses are simultaneous at input
Durlach model similar to Jeffress’s, based on binaural interaction (Equalization-Cancellation)
2 types of model • Correlation (auto- & cross-) • (excitatory interaction) • Cancellation • (inhibitory interaction)
2 types of model • Correlation (auto- & cross-) • (excitatory interaction) • Cancellation • (inhibitory interaction)
Basic ingredients running autocorrelation
Basic ingredients running autocorrelation
Basic ingredients running autocorrelation
Basic ingredients running autocorrelation
Basic ingredients running autocorrelation
Basic ingredients running autocorrelation
Basic ingredients running autocorrelation left
Basic ingredients running autocorrelation left right
Basic ingredients running autocorrelation left right running crosscorrelation
Structure 1 2 3 fast signal processing
1. Licklider model of pitch • Module 1: calculate autocorrelation & • crosscorrelation for all t, t, q • Module 2: select autocorrelation with • parameter t • Module 3: vary t while monitoring output • of 2 for a maximum
2. Jeffress model of localization • Module 2: select crosscorrelation with • parameter q • Module 3: vary q while monitoring output • of 2 for a maximum
4. Cancellation model of pitch autocorrelation terms
4. Cancellation model of pitch • Module 2: linear combination of • autocorrelation terms (parameter t) • Module 3: vary t while monitoring output • of 2 for a minimum
5. Equalization-Cancellation (Durlach) autocorrelation & crosscorrelation terms