Signal processing for handling singing voice texture

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1 1 TANDEM-STRAIGHT Signal processing for handling singing voice texture Hideki Kawahara 1 Singers explore vocal expressions to the limit. Conventional speech processing algorithms, which were designed to handle usual conversational speech and read speech, where voiced sounds are usually quasi periodic, are not capable of flexible and versatile manipulation of such extreme expressions as shout, for example. This article discusses various signal processing approaches for handling singing voice texture, referring recent investigations for extending TANDEM-STRAIGHT as an example testbet. 1. 1),2) 1 1 Wakayama University 1 3) 2 4) 6) TANDEM-STRAIGHT 7) 8) 2. 9),10) 11) TANDEM-STRAIGHT 3. TANDEM-STRAIGHT TANDEM-STRAIGHT STRAIGHT 12),13) 14) 15) x << c 2012 Information Processing Society of Japan

2 log(1 + x) x cepstrum liftering 16),17) P ST (ω) = exp (F [g 1(q)g 2(q)C T (q)]), (1) P ST (ω) C T (q) P T (ω) cepstrum q quefrency. F[ ] Fourier lifterg 1(q) g 2(q) g 1 (q) = α α 1 cos (2πqf 0 ), (2) g 2 (q) = sin(πf0q), πf 0q (3) f 0 g 2(q) f 0 g 1(q) consistent sampling 15) α 0 = 1.18, α 1 = ) 3.1 TANDEM-STRAIGHT VOCODER 18) VOCODER 19) P ST (ω, t) 20) x S (t) N ( t ) x S(t) = a k (t) sin ω k (λ)dλ + ϕ k (t) k=1 N ω k (t) = 2πf k (t) k 1 1 (DVD ) 21) 0 (4) f 0(t) k ϕ k (t) k a k (t) k 2 a k (t) = P ST (kω 0(t), t)/ω 0 (5) ) 3 23) 26),27) 28) 2 22) TANDEM-STRAIGHT 3 Titze NCSV (National Center for Voice & Speech) 24) vocologist ) 2 c 2012 Information Processing Society of Japan

3 29) 1 28) ),31) Schroeder 32) 3 1 DVD 21) 2 50 ms 100 ms 3 kawahara/phaseeffect/ 20 db 33) SNR 20 db 5. STRAIGHT TANDEM-STRAIGHT 1) 2) 3) 4) 5) TANDEM 7) XSX (excitation Structure extractor) XSX YIN 34) SWIPE 35) 36) c 2012 Information Processing Society of Japan

4 37) 38) 60 db 60 db -90 db -18 db/oct cos 39) 40) TANDEM 5.2 XSX 1 XSX XSX 41) 36) ),19),42),43) ) TANDEM-STRAIGHT sigmoid 44) TANDEM-STRAIGHT ) Hilbert TANDEM-STRAIGHT 5.5?),46) 6. 4 c 2012 Information Processing Society of Japan

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6 (accessed ). 26) Childers, D.G. and Ahn, C.: Modeling the glottal volume-velocity waveform for three voice types, J. Acoust. Soc. Am., Vol.97, No.1, pp (1995). 27) Kawahara, H., Atake, Y. and Zolfaghari, P.: Accurate vocal event detection method based on a fixed-point analysis of mapping from time to weighted average group delay, Proc. ICSLP 2000, Beijin China, pp (2000). 28) Murty, K. and Yegnanarayana, B.: Epoch Extraction From Speech Signals, Audio, Speech, and Language Processing, IEEE Transactions on, Vol. 16, No. 8, pp (online), DOI: /TASL (2008). 29) Kawahara, H., Katayose, H., de Cheveigné, A. and Patterson, R.D.: Fixed Point Analysis of Frequency to Instantaneous Frequency Mapping for Accurate Estimation of F0 and Periodicity, Proc. EUROSPEECH 99, Vol.6, ESCA, pp (1999). 30) Plomp, R. and Steeneken, H. J.M.: Effect of Phase on the Timbre of Complex Tones, J. Acoust. Soc. Am., Vol.46, No.2B, pp (1969). 31) Patterson, R.D.: A pulse ribbon model of monaural phase perception, J. Acoust. Soc. Am., Vol.82, No.5, pp (1987). 32) Schroeder, M.R.: Synthesis of low-peak-factor signals and binary sequences with low autocorrelation, IEEE Trans. Information Theory, Vol. 16, No. 1, pp (1970). 33) Skoglund, J. and Kleijn, W.: On time-frequency masking in voiced speech, Speech and Audio Processing, IEEE Transactions on, Vol.8, No.4, pp (online), DOI: / (2000). 34) de Chevengné, A. and Kawahara, H.: YIN, a fundamental frequency estimator for speech and music, J. Acoust. Soc. Am., Vol.111, No.4, pp (2002). 35) Camacho, A. and Harris, J.G.: A sawtooth waveform inspired pitch estimator for speech and music, J. Acoust. Soc. Am., Vol.124, No.3, pp (2008). 36) Vol.111, No.175, pp (2011). 37) SNR F0 D Vol.J93-D, No.2, pp (2010). 38) FM AM H Vol.41, No.9, pp (2011). 39) Nuttall, A.H.: Some windows with very good sidelobe behavior, IEEE Trans. Audio Speech and Signal Processing, Vol.29, No.1, pp (1981). 40) Kawahara, H., Irino, T. and Morise, M.: An interference-free representation of instantaneous frequency of periodic signals and its application to F0 extraction, ICASSP 2011, pp (2011). 41) Fujimura, O., Honda, K., Kawahara, H., Konparu, Y., Morise, M. and Williams, J.: Noh Voice Quality, J. Logopedics Phoniatrics Vocology, Vol.34, No.4, pp (2009). 42) Yegnanarayana, B., d Alessandro, C. and Darsinos, V.: An iterative algorithm for decomposition of speech signals into periodic and aperiodic components, Speech and Audio Processing, IEEE Transactions on, Vol. 6, No. 1, pp (online), DOI: / (1998). 43) Hermus, K., Van hamme, H. and Irhimeh, S.: Estimation of the Voicing Cut-Off Frequency Contour Based on a Cumulative Harmonicity Score, Signal Processing Letters, IEEE, Vol. 14, No. 11, pp (online), DOI: /LSP (2007). 44) Kawahara, H., Morise, M., Takahashi, T., Banno, H., Nisimura, R. and Irino, T.: Simplification and extension of non-periodic excitation source representations for high-quality speech manipulation systems, Proc. Interspeech2010, ISCA, pp (2010). 45) Pantazis, Y. and Stylianou, Y.: Improving the modeling of the noise part in the harmonic plus noise model of speech, ICASSP 2008, pp (2008). 46) Vol.52, No.5, pp (2011). 6 c 2012 Information Processing Society of Japan

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Vol.4-DCC-8 No.8 Vol.4-MUS-5 No.8 4// 3 3 Hanning (T ) 3 Hanning 3T (y(t)w(t)) dt =.5 T y (t)dt. () STRAIGHT F 3 TANDEM-STRAIGHT[] 3 F F 3 [] F []. : Vol.4-DCC-8 No.8 Vol.4-MUS-5 No.8 4//,a) Vocoder (F) F F. PSOLA [] sinusoidal model [] phase vocoder Vocoder [3] (F) F 3 [4], [5], [6], [7], [8], [9] [], [], [], [3], [4] [5], [6] [7], [8], University

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