210 Royalty-Free Audio Tracks for "Harmonic Model"

Tonally coherent harmonization from Beethoven's C-Minor Variations (1806).

Harmonized C major scale.

Harmonic major scale on C.

Harmonic seventh chord on C. Equal tempered major chord with quarter tone flat minor seventh (950 cents). Created by Hyacinth (talk) 18:56, 10 November 2011 with Sibelius 5.

Double harmonic scale.

Harmonic minor scale on C.

All harmonics from 16 to 32 as a tone cluster, primarily of seconds, then arpeggiated.

Original sound: http://freesound. Org/people/orpheuz/sounds/258090/. Harmonic sound extracted with sms-tools, hps model, with parameters:windowtype: blackmanwindowsize (m): 1765fftsize (n): 2048# parameters to identify peaks and harmonics:magnitude threshold (t): -100min duration: 0. 1max number of harmonics: 147min f0: 250max f0: 400max error in f0 detection: 7max freq dev in harmonic tracks: 0. 01stochastic approximation factor: 0. 2.

Example of harmonic minor from the opening theme to Schumann's First Symphony (probably 1832/33 Zwickau, WoO 29).

Double harmonic scale on C

Double harmonic scale with quarter tones. Created by Hyacinth (talk) 07:11, 10 March 2010 using Sibelius 5. MIDI pitch bend appears to match intervals.

Nun lob, mein Seel, den Herren, melody by Hans Kugelmann, harmonization by Johann Sebastian Bach (1685 – 1750), Bach-Werke-Verzeichnis (BWV) 17.7, adapted to Kugelmann's original melody by Rabanus Flavus (Peter Gerloff) Nun lob, mein Seel, den Herren, Melodie von Hans Kugelmann, Harmonisierung von Johann Sebastian Bach (BWV 17.7), angepasst an Kugelmanns Originalmelodie (Gotteslob 1975 Hildesheim) von Rabanus Flavus (Peter Gerloff)

Nun lob, mein Seel, den Herren, melody by Hans Kugelmann, harmonization by Johann Sebastian Bach (1685 – 1750), Bach-Werke-Verzeichnis (BWV) 17.7, adapted to Kugelmann's original melody by Rabanus Flavus (Peter Gerloff) Nun lob, mein Seel, den Herren, Melodie von Hans Kugelmann, Harmonisierung von Johann Sebastian Bach (BWV 17.7), angepasst an Kugelmanns Originalmelodie (Gotteslob 2013 Hamburg) von Rabanus Flavus (Peter Gerloff)

Minor major seventh chord on C.

This is a transformation of the original recording https://freesound. Org/people/pinehadmz/sounds/369501/. For week 10 "musical piece" assignment for the audio signal processing for music applications online class. There are three layers, panned in stereo. Each syllable of each layer was randomly pitch shifted to a note in the minor scale using the harmonic plus stochastic model. Each harmonic track was thickened with extra harmonics during the synthesis process too to make it extra weird.

Harmonic component obtained from the analysis of a sound of erhu : http://freesound. Org/people/ricemutt/sounds/23933/. This was done using the harmonic plus stochastic model implemented in the sms tools: http://mtg. Upf. Edu/technologies/sms. The parameters used for the analysis were:. - window: blackman- window size: 1601- fft size: 2048- magnitude threshold: -90- minimum duration of sinusoidal tracks: 0. 1- maximum number of harmonics: 20- minimum fundamental frequency: 100- maximum fundamental frequency: 2000- maximum error in f0 detection algorithm: 5- max frequency deviation in harmonic tracks: 10stochastic approximation factor: 0. 2.

Just harmonic seventh chord on C. Created by Hyacinth (talk) 18:59, 10 November 2011 with Sibelius 5.

E harmonic minor scale ascending and descending.

Alpha scale harmonic seventh chord on C. MIDI pitch bend matches intervals.

C harmonic minor scale ascending and descending.

B harmonic minor scale ascending and descending.

C-sharp harmonic minor scale ascending and descending.

D-sharp harmonic minor scale ascending and descending.

B-flat harmonic minor scale ascending and descending.

Sound file of the harmonic A minor scale Digital recording, made with an acoustic piano and Audacity software by Opus33. This music is in the public domain. The recording is not copyrighted, and it is hereby released by Opus33 into the public domain. The following tag, though it is not quite accurate, is included in order to authorize this file according to the Wikipedia rules:

*Perfect fifth on C = G. Equal-tempered: 27/12:1 = 700 cents. MIDI pitch bend: 0,64

*Harmonic seventh on C = B♭. 7:4 = 968.83 cents. Limit: 7-limit. MIDI pitch bend: 3,54

5-limit Otonality and Utonality: overtone and "undertone" series, partials 1-5 numbered.

Acoustic scale on C in just intonation. Harmonics 8 through 15, which are the source of the name. C D E F↑ G A B♭ C. Pitch bend matches intervals.

Mystic chord on C as the 1, 11, 7, 5, 13, and 9th harmonics (harmonics 8 through 14, without 12). 1 = C = 0 cents = unison 11 = F↑ = 551.32 cents = eleventh harmonic 7 = B♭ = 968.83 cents = harmonic seventh 5 = E = 386.31 cents = just major third 13 = A♭ = 840.53 cents = thirteenth harmonic 9 = D = 203.91 cents = large just whole tone

D harmonic minor scale ascending and descending.

F harmonic minor scale ascending and descending.

G harmonic minor scale ascending and descending.

Nun lob, mein Seel, den Herren, melody by Hans Kugelmann, harmonization by Johann Sebastian Bach (1685 – 1750), Bach-Werke-Verzeichnis (BWV) 17.7, adapted to Kugelmann's original melody by Rabanus Flavus (Peter Gerloff) Nun lob, mein Seel, den Herren, Melodie von Hans Kugelmann, Harmonisierung von Johann Sebastian Bach (BWV 17.7), angepasst an Kugelmanns Originalmelodie (Evang. Gesangbuch 289) von Rabanus Flavus (Peter Gerloff)

Creative audio application of the harmonic plus stochastic transformations module of the sms-tools by the mtg.

This a amaj drone tone created from an orchestra tuning sound segment (http://www. Freesound. Org/people/acclivity/sounds/24205/). Through an harmonic model, the low brass section have been separated of the trumpets and then a series of harmonic (harmonizer) transformations have been done in order to include a major third and a perfect fifth in the f0 = a2 harmonic serie. The a tuning is a little bit down from 110hz (~106-107hz).

A harmonic minor scale ascending and descending. No pitch bend.

A-sharp harmonic minor scale ascending and descending.

A-flat harmonic minor scale ascending and descending. No pitch bend.

*Sixty-seventh harmonic on C = ?. Just: 67/64 = 79.31 cents. Limit: 67-limit. MIDI pitch bend: 49,89 on PU

E-flat harmonic minor scale ascending and descending.

Harmonic plus stochastic resynthesis of the female speech sound: http://www. Freesound. Org/people/xserra/sounds/254374/. This was done using the harmonic plus stochastic model implemented in the sms tools: http://mtg. Upf. Edu/technologies/sms. The parameters used for the analysis were:. - window: blackman- window size: 2001- fft size: 2048- magnitude threshold: -100- minimum duration of sinusoidal tracks: 0. 05- maximum number of harmonics: 100- minimum fundamental frequency: 150- maximum fundamental frequency: 250- maximum error in f0 detection algorithm: 5- max frequency deviation in harmonic tracks: 0. 05stochastic approximation factor: 1.

Harmonic component obtained from the analysis of a female speech sound: http://www. Freesound. Org/people/xserra/sounds/254374/. This was done using the harmonic plus stochastic model implemented in the sms tools: http://mtg. Upf. Edu/technologies/sms. The parameters used for the analysis were:. - window: blackman- window size: 2001- fft size: 2048- magnitude threshold: -100- minimum duration of sinusoidal tracks: 0. 05- maximum number of harmonics: 100- minimum fundamental frequency: 150- maximum fundamental frequency: 250- maximum error in f0 detection algorithm: 5- max frequency deviation in harmonic tracks: 0. 05stochastic approximation factor: 1.

*Superminor third on C = D♯-. 17:14 = 336.13 cents. Limit: 17-limit.

Ich steh an deiner Krippen hier, melody, basso & harmonization: Johann Sebastian Bach (BWV 469); replenishment of basso, transposition to A minor & sound file: Rabanus Flavus (Peter Gerloff)

Auf, auf, mein Herz, mit Freuden, melody by Johann Crüger (1598 – 1662), basso and harmonization by Johann Sebastian Bach (1685 – 1750), Bach-Werke-Verzeichnis (BWV) 441, adapted to Crüger's original melody by Rabanus Flavus (Peter Gerloff) Auf, auf, mein Herz, mit Freuden, Melodie von Johann Crüger, Bass und Harmonisierung von Johann Sebastian Bach (BWV 441), angepasst an Crügers Originalmelodie (Evang. Gesangbuch 112) von Rabanus Flavus (Peter Gerloff)

Original sound: http://freesound. Org/people/orpheuz/sounds/258090/. This is a combination of the harmonic component and the stochastic component. It was extracted with sms-tools, hps model, with parameters:windowtype: blackmanwindowsize (m): 1765fftsize (n): 2048# parameters to identify peaks and harmonics:magnitude threshold (t): -100min duration: 0. 1max number of harmonics: 147min f0: 250max f0: 400max error in f0 detection: 7max freq dev in harmonic tracks: 0. 01stochastic approximation factor: 0. 2.

Original sound: http://freesound. Org/people/orpheuz/sounds/258090/. Stochastic sound extracted with sms-tools, hps model, with parameters:windowtype: blackmanwindowsize (m): 1765fftsize (n): 2048# parameters to identify peaks and harmonics:magnitude threshold (t): -100min duration: 0. 1max number of harmonics: 147min f0: 250max f0: 400max error in f0 detection: 7max freq dev in harmonic tracks: 0. 01stochastic approximation factor: 0. 2.

Harmonics at the 12th fret of a guitar. Clean sound, finger picked, chimey and bell-like.

Residual output sound obtained by analysis and synthesis of veena concert sound (https://www. Freesound. Org/people/anjds/sounds/377315/ ) with harmonic plus residual model implemented in the sms-tools software package (http://github. Com/mtg/sms-tools)parameters used in analysis are :- window type = blackman, window size(m) = 1575, fft size(n) = 2048, magnitude threshold in db(t) = -100, minimum duration of harmonic tracks = 0. 01, maximum number of harmonics = 100, minimum fundamental frequency = 100, maximum fundamental frequency = 800, maximum error in f0 detection algorithm = 5, max frequency deviation in harmonic tracks = 0. 01.