Music, emotion and colour - sources?
Oct 31 2019 | 2:11 pm
Hallo sound designers, This might be too broad a topic but I'm looking for scholarly/practical documents relating to music-emotion-colour; I'm having trouble finding detailed sources as my topic as quite broad. I'm trying to align timbre/rhythm/pitch/register/envelope/morphology with emotional states. Thanks in advance.
- Oct 31 2019 | 2:11 pm
- Oct 31 2019 | 2:26 pmpurple = disgusting. damn.
- Oct 31 2019 | 2:28 pmSadly, there seems to be broad consensus on those relationships.
- Oct 31 2019 | 2:30 pmAlthough, if I reflect on the your avatar colour, I think of the adjectives "luxurious, stately, superior". But these are not emotional states. Or are they?
- Oct 31 2019 | 4:07 pmbeeing superior is a duty. or is it an illusion?... btw. the term "synesthesia" is not of help with your project? while color<->emotion seems boring, i find the idea of rythm<->emotion is very interesting! or what about interval<->emotion.
- Nov 02 2019 | 1:17 pmHave you encountered the book Sonic Virtuality? Some interesting content on cross-modality between senses, from a phenomenological angle. Not exactly what you describe, but perhaps fo interest..I wonder of there is a link between colour / sound density on your pale / deep chart - that is related to material density (eg paint and particle density)... Interesting topic!
- Nov 02 2019 | 1:41 pm
- Nov 02 2019 | 3:15 pmHi Mark, Thanks for the pointer to Sonic Virtuality, I'll check it out. I was directed to a detailed study conducted by Lindborg and Friberg (2015, Colour Association with Music is Mediated by Emotion), by one of the authors (via a SuperCollider forum).As for density, I agree. Perhaps because it is easier to objectively align or map 'density/intensity' across domains.
- Nov 02 2019 | 3:21 pm(Polychromatic music, looks interesting and more immediately accessible too. Nice one buddy).
- Nov 06 2019 | 5:27 amThis will probably interest you: https://www.youtube.com/watch?v=JiNKlhspdKg
- Nov 06 2019 | 8:05 amHey Gavin, thanks for the reminder, I'd forgotten about that one. Adam's a monster!
- Nov 06 2019 | 9:47 amOkay. So I've done some 101 research and I'm compiling a list of overtone intervals and trying to arrange them as a list of ratios, from simple to complex, hopefully thereby generating a spectrum of consonance <-> dissonance. At one end we have the 8ve (2:1 ratio), and at the other extreme we have the tritone (45:32). At this point I'm not concerned with Pythagorean versus equal temperament etc. I'd just like to have a range of ratios from simple to increasing complex.So, here's my question: in the overtone series, we don't find the natural sixth until way off in the distance, and its quite sharp (overtone number 19 or something) but its ratio is 5:3. The b3rd is also quite distant, but with a seemingly less complex ratio (6:5). Without concerning ourselves too much with compound intervals (and the hegemony of Western Art Music), can someone help me arrange the chromatic scale into a list of overtone series ratios in order of complexity please? I'll use subjective aesthetic criteria to tweak the list.Thanks Brendan
- Nov 06 2019 | 9:54 amlist:
- Nov 06 2019 | 10:08 am(Google, and a calculator! La-Z-Boi)
- Nov 06 2019 | 10:29 ami´ve never found any link between intervals and rythms, but maybe i haven´t search hard enough.
- Nov 06 2019 | 10:34 am. . . at the perceptual, psychoacoustic level, perhaps not; but Adam Neely makes a persuasive - and entertaining - argument ;)
- Nov 06 2019 | 11:02 amI would welcome your comments on the following list of intervallic ratios arranged in order of complexity. I realise I have made a leap from the overtone series down to simple intervals within one octave, but the numbers look good.
- Nov 06 2019 | 11:54 ami dont understand this chart. when you want to prioritize intervals, the list would probably start with +7, +5, followed by +10 and then the major and minor third. in metrics it is completly different: the smaller the numbers, the more often they are used, and the more important they are. since multiples of smaller numbers contain those smaller numbers, you end up with a list of prime numbers: 2, 3, 5, 7
- Nov 06 2019 | 12:19 pmIt is a list of interval types, ranked in order of fundamental-to-overtone ratio complexity: an octave is in a simple ratio -> a minor 2nd (+1) is in a complex ratio.
- Nov 12 2019 | 2:59 pmCheck out James Tenney's idea of harmonic distance. You can find it in his book "From Scratch."
- Nov 12 2019 | 3:39 pmThanks Holland, I'll check it out.