Test Mixage sur autoradio
- 29 réponses
- 19 participants
- 3 235 vues
- 20 followers
Guy Liguili
425
Posteur·euse AFfamé·e
Membre depuis 12 ans
rroland
27273
Modérateur·trice thématique
Membre depuis 20 ans
Le plus simple est de graver un CD et de l'écouter dans ta voiture. Ce que tu nous montres ici c'est un lecteur à K7...plus vraiment la norme 
Rroland www.studiolair.be
Guy Liguili
425
Posteur·euse AFfamé·e
Membre depuis 12 ans
Oui, mais n'ayant pas de voiture c'est compliqué 
Je regarde sur le bon coin et j'ai trouvé celle là
http://photos.co2voiture.fr/FIAT%20FIAT%20PANDA%204x4-----------006eb7544c3cae49d6d9b7ed30dfa22a.jpg
Avec un peu de traitement acoustique ça devrait être bon.
Des bass trap dans les angles et un diffuseur au plafond c'est ça ?
Et normalement mes mix seront bons, enfin je l'éspère car c'est un investissement qui n'était pas prévu.
Je regarde sur le bon coin et j'ai trouvé celle là
http://photos.co2voiture.fr/FIAT%20FIAT%20PANDA%204x4-----------006eb7544c3cae49d6d9b7ed30dfa22a.jpg
Avec un peu de traitement acoustique ça devrait être bon.
Des bass trap dans les angles et un diffuseur au plafond c'est ça ?
Et normalement mes mix seront bons, enfin je l'éspère car c'est un investissement qui n'était pas prévu.
Vous n'êtes pas responsable de la tête que vous avez, mais vous êtes responsable de la gueule que vous faites.
Canem
761
Posteur·euse AFfolé·e
Membre depuis 15 ans
Guy Liguili
425
Posteur·euse AFfamé·e
Membre depuis 12 ans
Un vendeur dans un magasin de musique m'a dit qu'il fallait soit disant rouler à 88 miles à l'heure pour être au bon niveau d'écoute, je n'ai pas trop compris ou il voulait en venir 
On est en km/h pourtant ? Ca fait combien en Décibels ?
On est en km/h pourtant ? Ca fait combien en Décibels ?
Vous n'êtes pas responsable de la tête que vous avez, mais vous êtes responsable de la gueule que vous faites.
Guy Liguili
425
Posteur·euse AFfamé·e
Membre depuis 12 ans
Et comment je peux corriger mon mix dans la voiture ? Pro tools ne marche pas sur allume cigare, en tout cas je n'ai pas trouvé cette compatibilité sur le manuel. Je cherche, mais c'est compliqué là toutes ces normes, que du marketing fait pour nous embrouiller 
Allume cigare, VST, ASIO, SANS PLOMB 95, 98, ADAT, courroie de distribution, Jack, XLR, fusibles etc... Pff
Allume cigare, VST, ASIO, SANS PLOMB 95, 98, ADAT, courroie de distribution, Jack, XLR, fusibles etc... Pff
Vous n'êtes pas responsable de la tête que vous avez, mais vous êtes responsable de la gueule que vous faites.
[ Dernière édition du message le 03/05/2013 à 22:15:07 ]
nikelnikel
133
Posteur·euse AFfiné·e
Membre depuis 19 ans
super l'autoradio 
Gros Corps Maladroit
2436
AFicionado·a
Membre depuis 15 ans
fais gaffe guiliguili..
. de ta position de conduite sur la gauche tu sera completement décentré pour ton ecoute de mix ...plus la reflexion de la vitre..... ca ira pas du tout !!
. de ta position de conduite sur la gauche tu sera completement décentré pour ton ecoute de mix ...plus la reflexion de la vitre..... ca ira pas du tout !!Hohman
4086
Squatteur·euse d’AF
Membre depuis 12 ans
Ta voiture est trop petite, elle ne supportera jamais les basses . Je te conseille plutôt une voiture bien amortie, un truc comme ça :
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
. Je te conseille plutôt une voiture bien amortie, un truc comme ça : data:image/jpeg;base64,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
[ Dernière édition du message le 03/05/2013 à 23:19:26 ]
black/swan
139
Posteur·euse AFfiné·e
Membre depuis 13 ans
Pour protools tu dois avoir un problème entre ta clef I Lock et ton allume cigare!
Redémarre ta voiture en mode sans echec, ça devrait rouler tout seul!
Redémarre ta voiture en mode sans echec, ça devrait rouler tout seul!
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