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Re: Interesting case related to pitch perception
Hello Arturo,
I'm not a specialist - but I try to explain a bit.
first, the fingering for the oboe c5 and c6 are:
http://www.wfg.woodwind.org/oboe/ob_bas_1.html
http://www.wfg.woodwind.org/oboe/ob_bas_2.html
According to that, c5 and c6 are essentially same fingering, with c6
have tiny opening to create some leakage of air. The basic fingering
of c5 gives the air column vibration inside oboe to have a
wavelength, say L. the harmonic series of 500 Hz includes harmonic
series of 1500 Hz as well. Creating the air leakage at the octave key
emphasizes the harmonic series of 1500Hz (L/3 wavelength) but does
not remove the harmonic series of 500 Hz. what you see is the 500Hz
harmonic series with exaggerated 1500Hz harmonics contents by the use
of octave hole.
That's the reason why you observe multiple harmonic series, from the
view of the resonator (air column of the wind instruments.) I don't
know much about the function of double-reed - it usually interacts
with air column resonance and has something to pronounce the 1500Hz
contents better.
You can find such information from musical acoustics textbooks. my
favorite is the physics of musical instruments by Fletcher and Rossing.
- hiroko
On Jul 27, 2007, at 11:13 PM, Arturo Camacho wrote:
Dear members of the list,
I am analyzing the spectrum of musical instruments in a pitch-related
study and found something that puzzles me: the spectrum of an oboe
playing
the note G6 (approximately 1500 Hz pitch) contains peaks not only at
multiples of 1500 Hz but also at each multiple of 500 Hz. This was
observed in a sample taken from the University of Iowa Musical
Instruments
Database (http://theremin.music.uiowa.edu/MIS.html), specifically,
the 8th
note in the file "oboe.pp.C6Ab6.aiff". I do not know much about wind
instruments, but my guess is that the position used to play G6 is
probably
the same used to play C5 and the only difference is the pressure in
the
mouth. This could leave the harmonics of C5 alive and that is why
there is
energy at multiples of 500 Hz. If someone know the reasons of this
effect
please let me see the light, because it would be nice to offer an
explanation of this in my study.
As an aside, this is an interesting example of a case in which the
pitch
is different from the fundamental. From the log-magnitude of the
spectrum
it is very clear that the signal consists of multiples of 500 Hz
(although
with boosted 3rd, 6th, 9th, etc. harmonics), and therefore, the
fundamental frequency, if any, should be considered as 500 Hz and
not 1500
Hz.
Arturo
--
__________________________________________________
Arturo Camacho
PhD Candidate
Computer and Information Science and Engineering
University of Florida
E-mail: acamacho@xxxxxxxxxxxx
Web page: www.cise.ufl.edu/~acamacho
__________________________________________________
--
Hiroko Terasawa
http://ccrma.stanford.edu/~hiroko/