Sujet Dièses et bémols sont-ils équivalents ?
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KoalaMan
19511
Drogué·e à l’AFéine
Premier post
1 Posté le 11/08/2019 à 07:46:40Dièses et bémols sont-ils équivalents ? 
Citation :
fa#/solb peuvent désigner la même note
Non. Les deux peuvent désigner la même fréquence, mais jamais la même note. Même en musique atonale, les notes ont des fonctions et servent à analyser/comprendre la musique.
Que l’oreille n’entende pas la différence n’implique pas que le cerveau ne la fasse pas.
On ne voit bien qu'avec les yeux. Le cœur est invisible pour l'essentiel.
[ Ce message faisait initialement partie de la discussion "Binaire, swing, ternaire, avez vous un avis croche-pointé ?" qui a été fusionnée dans ce sujet le 13/08/19 ]
le reverend
33033
Vie après AF ?
101 Posté le 21/08/2019 à 12:00:36
Citation :
Sauf que ce qui compte ce sont les intervalles
Putain mais non, combien de fois faudra-t-il le répéter.
Ce qui compte, c'est les valeurs.
#soufflette-artichette-sirop-passegrelot
Putain, 21 ans que je traine sur AF : tout ce temps où j'aurais pu faire de la musique ! :-( :-)
Jimbass
11602
Drogué·e à l’AFéine
102 Posté le 22/08/2019 à 00:34:26
Nan mais nous on va faire "Chante Slouby".
Musikmesser 2013 - Bullshit Gourous - Tocxic Instruments - festivals Foud'Rock, Metal Sphère et la Tour met les Watts
yomanfree
3418
Squatteur·euse d’AF
103 Posté le 22/08/2019 à 00:43:19
Citation de KoalaMan :
xHors sujet :D'accord. Je répondais à cela :
Citation :Quand on se retrouve à jouer avec une touche blanche un intervalle qu'il peut être tentant de "tempérer", par exemple quand la tonique est sur une touche noire,
Citation de KoalaMan :
Et la plupart des pianistes que je connais ne font pas de différence spéciale entre une touche noire et une touche blanche.
Ah d'accord, les pianistes que tu connais comprennent surement bien à ce moment ce qu'est une touche noire et une touche blanche.
"Le succès, c'est d'aller d’échec en échec sans perdre son enthousiasme"
[ Dernière édition du message le 22/08/2019 à 00:47:50 ]
Harlequin
3232
Squatteur·euse d’AF
104 Posté le 22/08/2019 à 00:44:31
Vous savez les gars, il existe des double dièses, et des doubles bémols, qui ne peuvent pas du tout être considérés comme le ton du dessus/dessous.
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
JohnnyG
9904
Je poste, donc je suis
105 Posté le 22/08/2019 à 00:49:48
Oui mais le monsieur te dit qu'on fait chante sloubi.
Darkmoon
4068
Squatteur·euse d’AF
106 Posté le 22/08/2019 à 02:47:18
Citation de Le :
Vous savez les gars, il existe des double dièses, et des doubles bémols...
Donc pour indiquer l'octave, l'on peut mettre 12 # ou 12 b ???
"Si t'enregistres à Poudlard, avec l'ingé son Dumbledore, les lois physiques tu peux t'en foutre. Mais dans l'monde réel, les lois physiques, les mesures, le dBFS, tout ça existe bel et bien." youtou
Hit !
21784
Vie après AF ?
107 Posté le 22/08/2019 à 13:53:26
x
Hors sujet :Oui : il existe même des triple-bémols et triple-dièses, voire bien davantage !
christian_r
2055
AFicionado·a
108 Posté le 22/08/2019 à 22:44:23
et des demi-dièses en musique micro tonale.
Christian
diablomephisto
985
Posteur·euse AFfolé·e
109 Posté le 22/08/2019 à 23:48:44
"dièse et bémols, avez-vous un avis quantique?"
Oups trompé de topic.
Oups trompé de topic.
gluon
368
Posteur·euse AFfamé·e
110 Posté le 22/08/2019 à 23:55:45
bonjour tout le monde,
j'ai lu en diagonale le sujet, donc, j'espère ne pas répéter ce que l'un de vous aurait pu déjà dire.
D'après mes souvenirs de solfège, j'avais appris que les 1/2 tons n'étaient tous égaux: diatonique et chromatique, au delà des conventions d'écriture de l'harmonie classique.
le premier fait 4 commas et le second en compte 5. Pour mémoire, on disait qu'un ton = 1/2TD + 1/2TC, soit 9 commas. exemples de 1/2 ton diatonique: do-réb, et 1/2 ton chromatique: do-do#.
On avait même une série de 9 petites cloches correspondant aux 9 commas. L'exercice était de les classer de la plus grave à la plus aigüe, ce qui faisait un ton. pas facile !!
Après, chacun fait ce qui lui plait. Pour ma part, les altérations accidentelles ou à l'armure me donnent de bons repères, et sur une parto, solb n'équivaut pas (pour moi) à un fa#.
Je sonne en bagad depuis un bon moment maintenant, et dans le milieu, bon nombre de sonneurs ne savent pas lire une parto. Sur une bombarde soprane en sib, les gens "savaient" qu'on passait en sib mineur lorsqu'il fallait mettre un scotch sur la moitié du trou du ré
, alors la tonalité, dièses ou bémols, ou bécarre....
Voilà, j'espère ne pas être trop à côté de la plaque
j'ai lu en diagonale le sujet, donc, j'espère ne pas répéter ce que l'un de vous aurait pu déjà dire.
D'après mes souvenirs de solfège, j'avais appris que les 1/2 tons n'étaient tous égaux: diatonique et chromatique, au delà des conventions d'écriture de l'harmonie classique.
le premier fait 4 commas et le second en compte 5. Pour mémoire, on disait qu'un ton = 1/2TD + 1/2TC, soit 9 commas. exemples de 1/2 ton diatonique: do-réb, et 1/2 ton chromatique: do-do#.
On avait même une série de 9 petites cloches correspondant aux 9 commas. L'exercice était de les classer de la plus grave à la plus aigüe, ce qui faisait un ton. pas facile !!
Après, chacun fait ce qui lui plait. Pour ma part, les altérations accidentelles ou à l'armure me donnent de bons repères, et sur une parto, solb n'équivaut pas (pour moi) à un fa#.
Je sonne en bagad depuis un bon moment maintenant, et dans le milieu, bon nombre de sonneurs ne savent pas lire une parto. Sur une bombarde soprane en sib, les gens "savaient" qu'on passait en sib mineur lorsqu'il fallait mettre un scotch sur la moitié du trou du ré
, alors la tonalité, dièses ou bémols, ou bécarre....Voilà, j'espère ne pas être trop à côté de la plaque
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