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Conseils pour pose de chevrons

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Env. 40 message Riom (63)
Bonjour,
je souhaiterai avoir des conseils pour la pose de chevrons pourr une grange dont je dois refaire la toiture.
Les mûrs pigon ne sont pas perpendiculaires (pas à angle droit) au mûr de facade et il n'y a pas de débord de toit (les cheneaux sont en pierre de volvic et posées sur le mûr).
Acutellement les chevrons sont posés parallèles aux mûrs pignons et non pas perpendiculaires au mur de facade.
Comme je souhaite faire un débord de toit et poser des Vélux, est-ce qu'il ne faut pas poser les chevrons perpendiculaires au mupr de facade quitte à faire venir les chevrons en sifflet contre les mûrs pignons ?
Je vous remercie pour vos conseils de pose
Messages : Env. 40
De : Riom (63)
Ancienneté : + de 14 ans
 
message
Ne vous prenez pas la tête pour vos travaux de charpente...

Allez dans la section devis charpente du site, remplissez le formulaire et vous recevrez jusqu'à 5 devis comparatifs de charpentiers de votre région. Comme ça vous ne courrez plus après les charpentiers, c'est eux qui viennent à vous

C'est ici : https://www.forumconstruire.com/construire/devis-0-8-devis_charpente.php
 
Photographe Env. 200 message Livradois Forez (63)
Te mettre perpendiculaire au mur de façade sera plus joli vu d'en bas. Tu peut aussi rester pareil, mais couper tes chevrons en biais, pour mettre ta planche de rive droite.

Par contre si veux recouvrir tes chenaux en vilvic, tu sera obligé de surélever tes panes.
Picto recompense Photographe
Messages : Env. 200
De : Livradois Forez (63)
Ancienneté : + de 11 ans
 
Env. 20 message Toulouse (31)
Bonjour RMES,

quelque chose m'échappe..
Pour être sûr que nous parlions de la même chose: les débords de toit en bas de pente s'appellent les saillies et les débords de toit le long des pignons s'appellent les rives.

Si je comprend bien tu souhaites prolonger tes saillies et poser des velux sur ta charpente. C'est bien cela ?

Question: comme le souligne S2-S4 comment vas-tu faire pour les chéneaux: passer au-dessus ou bien les enlever ?

Le fait que tu veuille rajouter des velux t'impose de mettre tes chevrons perpendiculaire à la saillie sinon tes trémies de velux vont être un brin compliquées à réaliser.
Par contre comme tu vas arriver en sifflet contre les pignons je te conseille de rajouter un chevron ou une planche le long de celui-ci afin de faire venir les chevrons en coupe contre.
Si tu ne fais pas cela certaines de tes lattes de toiture vont tomber dans le vide.
Maître charpentier. Compagnon du Devoir. Charpentier pendant 30 ans. Aujourd'hui analyste programmeur.
Messages : Env. 20
De : Toulouse (31)
Ancienneté : + de 10 ans
 
Env. 40 message Riom (63)
Bonjour BoisDebout,
effectivement c'est bien les saillies que je souhaite prolonger. Je vais enlever les chéneaux en pierre existants et les remplacer par un chainage sur lequel je fixerai une sablière.
Pour la pose des vélux, j'ai bien noté qu'il était préférable de poser les chevrons perpendiculaires à la sailie.

J'ai une autrre question concernant la pose de la panne faitière. Les pignons n'étant pas perpendiculaires à la saillie, et la longueur du rampant inégale (le rampant pour un même pan va de 5m30 à 5m80) dois-je poser la panne faitière de niveau ou bien légèrement plus haute du côté ou le rampant est le plus long ?

Je vous remercie pour vos précieux conseils.
Messages : Env. 40
De : Riom (63)
Ancienneté : + de 14 ans
 
Env. 20 message Toulouse (31)
Bonjour RMES,


si tes murs de long pan ne sont pas parallèles plusieurs options s'offrent à toi:


1) faire un toit gauche, ce n'est pas très académique, ni dans les "règles de l'art" mais c'est parfois une solution à envisager. Dans ce cas les sablières et faîtage restent de niveau: cela ne peut se faire toutefois qu'en cas de faible écart car s'il y a trop la variation de pente sera difficile à négocier avec la couverture. Plus les éléments de couverture sont petits et plus il est facile de couvrir ce genre de toiture: des petites tuiles plates passeront alors q'une couverture de type Eternit est impossible à faire.


2) la sablière de pente: tu met ton faîtage parallèle à une des sablières (celle en façade de préférence) et celle du versant opposé sera en pente. Tu auras de la découpe de tuile sur un seul versant.


3) le faîtage de pente: en plan il doit être positionné dans la bissectrice de l'angle formé par les sablières, celles-ci restant de niveau. Tu auras de la découpe de tuile sur les deux versants.


4) j'en parle ici mais c'est plus compliqué à mettre en oeuvre: le terrasson c'est un mélange de toit mansard et de faîtage de pente. Ce dernier étant réalisé sur la partie haute, la moins pentue, appelée terrasson, les deux brisis restant parallèles aux sablières, le faîtage de pente devient quasiment invisible depuis le sol.


Le choix t'appartient.


Tu peux aller voir sur mon blog, tu y trouveras des explications et des dessins pour t'aider à faire ton choix:
http://apprendrelacharpente.blogspot.fr/2014/01/les-accidents-de-toiture.html
Maître charpentier. Compagnon du Devoir. Charpentier pendant 30 ans. Aujourd'hui analyste programmeur.
Messages : Env. 20
De : Toulouse (31)
Ancienneté : + de 10 ans
 
Env. 40 message Riom (63)
Bonjour BoisDebout,
encore merci pour vos conseils et pour le lien de votre blog qui est très intéressant.
Je vais faire un plan du toit avec les longueurs tel qu'il est aujourd'hui car, je ne sais pas quelle est la meilleure solution dans mon cas (la panne faitière n'est pas centrée par rapport aux murs pignons)
Cordialement
Messages : Env. 40
De : Riom (63)
Ancienneté : + de 14 ans
 
Env. 40 message Riom (63)
Bonsoir BoisDebout,

voici un plan du toit tel qu'il est aujourd'hui. Au vue de ce plan, pouvez-vous m'indiquer la meilleure solution pour le refaire.
Merci

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[/img]
Messages : Env. 40
De : Riom (63)
Ancienneté : + de 14 ans
 
Env. 40 message Riom (63)
Voilà le plan (désolé pour la mauvaise manip)

Messages : Env. 40
De : Riom (63)
Ancienneté : + de 14 ans
 
Env. 20 message Toulouse (31)
Bonjour RMES,

il y a peu de différence de largeur entre les murs de long pan: 6 cm, alors oublie le faîtage de pente.

Il faudrait connaitre la pente pour faire les élévations mais à première vue pour ton cas tu as deux possibilités:

- envisager de faire des toits gauches: le plus grand écart est de 30 cm, sur 14 m et quelques c'est relativement peu.
Seules les élévations permettrait de connaitre la différence de pente que cela engendre. Tout dépend de la pente de ta toiture et du type de couverture.

- l'autre solution est de faire des sablières de pente des deux côtés. Si tu veux que ton égout soit de niveau, tu peux faire des chevrons de la même longueur sur tout un rampant: ta saillie ne sera pas parallèle au mur mais de loin ton égout sera de niveau. Il te faudra alors compenser la pente en comblant en maçonnerie sous la sablière (ou avec une petite structure bois).

Dans tout les cas je te conseille de faire un relevé précis des cotes du bâtiment afin de pouvoir faire un plan de la charpente pour pouvoir envisager toute les possibilités, et surtout toutes les conséquences que cela engendre pour toi en matière de travaux.
Maître charpentier. Compagnon du Devoir. Charpentier pendant 30 ans. Aujourd'hui analyste programmeur.
Messages : Env. 20
De : Toulouse (31)
Ancienneté : + de 10 ans
 
Membre super utile Env. 20000 message Bouches Du Rhone
Bonjour,

dans le mesure où apparemment vous allez tout déshabiller et retaper les maçonneries, ne serait il pas plus judicieux de redresser le faitage paralellement aux égouts, ce qui vous permettrait de limiter les coupes de travers dans l'faitage et les 6 cm de variante pourrait si retrouvé noyé par une correction du lattage de couverture.... Avec bien sur une remise à niveau des égouts cela permettrait de retravailler d'equerre.... Mis à part sur les rives bien sur l'écart étant trop important...


Ludovic...
Picto recompense Membre super utile
Messages : Env. 20000
Dept : Bouches Du Rhone
Ancienneté : + de 16 ans
 
Env. 20 message Toulouse (31)
J'ai aussi pensé à ça mais le problème est qu'il doit y avoir une voire deux fermes intermédiaires et cela limite pas mal les possibilités..
Maître charpentier. Compagnon du Devoir. Charpentier pendant 30 ans. Aujourd'hui analyste programmeur.
Messages : Env. 20
De : Toulouse (31)
Ancienneté : + de 10 ans
 
Membre super utile Env. 20000 message Bouches Du Rhone
à voir s'il a des refends ou des fermes.....
Picto recompense Membre super utile
Messages : Env. 20000
Dept : Bouches Du Rhone
Ancienneté : + de 16 ans
 
Env. 40 message Riom (63)
Je vous remercie de vous intéresser à mon problème. Pour l'instant il y 2 fermes mais qui vont ^tre supprimées lorsque je vais refaire la copuverture. jai déjà monté 2 murs de renfend pour remplacer les femes. J'ai monté ces murs perpendiculaires au murs de facades et donc pas parallèles aux fermes actuelles.
J'avais effectivement pensé à mofdifier le faitage. (voir plan ci-dessous).
Pensez-vous qu'il y a des risques ou autrres ?
Merci pour vos avis et conseils.
pour info la portée la plusgrande entre mus de refent sera de 5m30. j'ai envisagé de mettre des pannes (faitière + intermédiaires déversées) en LC de 10X32 avec un entraxe de 1m70 et des chevrons de 8X11(poids de la couverture + chevrons+liteaux+volige+isolation+sous-plafond = 90daN/m² - département 63 - altitude 330m)
Amicalement

Messages : Env. 40
De : Riom (63)
Ancienneté : + de 14 ans
 
Env. 40 message Riom (63)
Voici également une photo des murs de refend et des fermes ainsi qu'une photo montrant l'état de la charpente

url=http://www.hostingpics.net][/url]

url=http://www.hostingpics.net][/url]
Messages : Env. 40
De : Riom (63)
Ancienneté : + de 14 ans
En cache depuis le dimanche 07 juillet 2024 à 04h22
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