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Besoin de conseil aménagement combles

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Env. 40 message Polincove (62)
Bonjour
Pouvez me conseiller sur la réalisation de mes combles quels matériaux utiliser pour l'isolation des rampants + murs + plafonds et pour l'isolation entre les chambres.
Pouvez vous me donner une idée de prix pour le placo + isolation pour les rampants + murs + plafonds + cloisons.
Merci pour vos réponses.
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[/img]
Messages : Env. 40
De : Polincove (62)
Ancienneté : + de 10 ans
 
message
Ne vous prenez pas la tête pour l'aménagement de vos combles...

Allez dans la section devis aménagement des combles du site, remplissez le formulaire et vous recevrez jusqu'à 3 devis comparatifs de artisans de votre région. Comme ça vous ne courrez plus après les artisans, c'est eux qui viennent à vous

C'est ici : https://www.forumconstruire.com/construire/devis-0-75-devis_amenagement_des_combles.php
 
Env. 40 message Polincove (62)


Voici la photo désolé pour les message du dessus.
Merci
Messages : Env. 40
De : Polincove (62)
Ancienneté : + de 10 ans
 
Membre ultra utile Env. 10000 message Essonne
Bonjour
Combles : je pense qu'il y a un écran de sous toiture HPV et d'un projet basé sur les exigences RT 2012
Si c'est une charpente traditionnelle l'isolation la plus classique consiste à mettre une première
couche d'isolant entre chevrons, puis une deuxième couche sous chevrons à l'aide de suspentes
La finition se faisant à l'aide de BA13; Ordre de grandeur pour la résistance thermique totale R=8
Isolants généralement utilisés; laine de verre ou laine de roche; option laine de bois.
Cloisons : le plus courant 72/48 avec une laine minérale de 45mm dans l'ossature métallique
Option si recherche de plus grande performance acoustique : 98/48 (2 BA13 de chaque coté)
Murs : système avec ossatures métalliques (genre Optima) R de l'ordre de 4
Cdt
Picto recompense Membre ultra utile
Messages : Env. 10000
Dept : Essonne
Ancienneté : + de 12 ans
 
Env. 40 message Polincove (62)
Bonjour
Merci de votre réponse. S'est pas beaucoup isolant entre chevron et sous chevron. Quelqu'un aurait une idée de prix des matériaux?
Merci pour vos réponses.
Messages : Env. 40
De : Polincove (62)
Ancienneté : + de 10 ans
 
Super bloggeur Env. 500 message Rang Du Fliers (62)
jeremy62370 a écrit:Bonjour
Merci de votre réponse. S'est pas beaucoup isolant entre chevron et sous chevron. Quelqu'un aurait une idée de prix des matériaux?
Merci pour vos réponses.


Bonjour, je vais dire 5000 euros
Picto recompense Super bloggeur
Messages : Env. 500
De : Rang Du Fliers (62)
Ancienneté : + de 13 ans
 
Membre super utile Env. 2000 message Aveyron
Pour info les prix négocier chez les vendeur de matériaux



Prix ht

Placo 2,10€ m2
Placo hydro 4,6€ m2


R total rampant et plafond = 7,5

Ibr 100mm R=2.5 2,4€ m2
Ibr 200 mm R=5 4,30€ m2


R total mur =4
GR 32 mur R 3,15 5,80€ m2

Fourrure 0,49 € ml
Rail 48 0,6 € ml

Aménagement combles
Pour 110 m2 au sol
320m2 de placo pour le plafond, rampant et cloison
Budget de 7000€ + 1500€ Jointeur + 1000€ sous couche et peinture


Voilà si ça peut aider


.
Picto recompense Membre super utile
Messages : Env. 2000
Dept : Aveyron
Ancienneté : + de 11 ans
 
Membre ultra utile Env. 10000 message Essonne
Bonjour
< S'est pas beaucoup isolant entre chevron et sous chevron >
A quelle solution pensez vous en disant cela ?
Tout dépend de la résistance thermique que vous mettez en œuvre pour chaque couche d'isolant
Cdt
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Je pensais isoler seulement sous les chevrons. R=5 me semble correct non?
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jeremy62370 a écrit:Je pensais isoler seulement sous les chevrons. R=5 me semble correct non?


Pour moi ce n'est pas correct,voyez plus vers R=8 en croisé,pour une maison en rt2005 et au delà pour du rt2012.....
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Bonjour
< Je pensais isoler seulement sous les chevrons. R=5 me semble correct non? >
C'est vraiment le minimum.
Mais il faut aussi rester cohérent avec le reste de l'isolation du bâtiment;
Cdt
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