Poteau moise hangar atelier
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Bonjour à tous,
Je parcours régulièrement ce forum, et y est déjà pu apprendre beaucoup, essentiellement gros et second œuvre.
J'ai donc l'habitude de lire Kauffmann ludovic, erwan 1972, gill, maxicool...
Je vous remercie de partager votre savoir.
Actuellement sur un projet de hangar atelier, je sollicite donc les génies de ce forum.
Projet dans le dept 22
Zone 3 altitude< 400m
couverture bac acier 2 versans 11.4 % et 20%
porté d'une ferme 8,15m ; extérieur poteau 8,5m
Poteaux moise 2 175x63 (H 3,3m et 2,65m)
arba 175 x63 (L 3,5m et 5,5m)
entrait moise 2 200x38 (L 6m)
poinçon et contrefiche 175 x 63
pannes sur sabots 175x63 (L 4,84m) entraxe 1,3m
aisselier 175x63
Structure bardage 150x50
J'ai réalisé 2 esquisses quand pensez vous ?
Est-ce que la jambe de force sur la fig 1 est préférable au simple aisselier de la fig 2 ?
Peut on contre-venté avec la structure bardage?
Section et portée ?
[/url][url=https://files.forumconstruire.com/fig-2-jpg-stor-5b06f7955847f469405.jpg]
Merci d'avance de vos conseils et remarques.
je joint d'autres vus, pour le détail des liaisons.
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Je parcours régulièrement ce forum, et y est déjà pu apprendre beaucoup, essentiellement gros et second œuvre.
J'ai donc l'habitude de lire Kauffmann ludovic, erwan 1972, gill, maxicool...
Je vous remercie de partager votre savoir.
Actuellement sur un projet de hangar atelier, je sollicite donc les génies de ce forum.
Projet dans le dept 22
Zone 3 altitude< 400m
couverture bac acier 2 versans 11.4 % et 20%
porté d'une ferme 8,15m ; extérieur poteau 8,5m
Poteaux moise 2 175x63 (H 3,3m et 2,65m)
arba 175 x63 (L 3,5m et 5,5m)
entrait moise 2 200x38 (L 6m)
poinçon et contrefiche 175 x 63
pannes sur sabots 175x63 (L 4,84m) entraxe 1,3m
aisselier 175x63
Structure bardage 150x50
J'ai réalisé 2 esquisses quand pensez vous ?
Est-ce que la jambe de force sur la fig 1 est préférable au simple aisselier de la fig 2 ?
Peut on contre-venté avec la structure bardage?
Section et portée ?
[/url][url=https://files.forumconstruire.com/fig-2-jpg-stor-5b06f7955847f469405.jpg]
Merci d'avance de vos conseils et remarques.
je joint d'autres vus, pour le détail des liaisons.
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0
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 3 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
Allez dans la section devis charpente du site, remplissez le formulaire et vous recevrez jusqu'à 3 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
Bonjour
Comment comptez-vous faire les assemblages hors moises : bracons sur pannes ou arba, etc ... Tenons et mortaises ? Vis auto taraudeuses ?
La contrefiche du n° 1 n'est pas obligatoire ; ce peut-être comme n°2 ; cela dépend des sections et des efforts.
On peut placer du contreventement, en croix par exemple, dans les pans de façade avec bardage ; l'ossature de bardage peut y être assemblée. Ce qu'il faut, c'est que le bardage ne serve pas lui-même de contreventement.
Sur votre dessin, les façade n'ayant pas d'ossature de bardage sont-elles ouvertes ? Ou doit-on les considérer comme pouvant être fermées (pour les efforts de vent) ?
Quelle altitude < 400 m ?
Comment comptez-vous faire les assemblages hors moises : bracons sur pannes ou arba, etc ... Tenons et mortaises ? Vis auto taraudeuses ?
La contrefiche du n° 1 n'est pas obligatoire ; ce peut-être comme n°2 ; cela dépend des sections et des efforts.
On peut placer du contreventement, en croix par exemple, dans les pans de façade avec bardage ; l'ossature de bardage peut y être assemblée. Ce qu'il faut, c'est que le bardage ne serve pas lui-même de contreventement.
Sur votre dessin, les façade n'ayant pas d'ossature de bardage sont-elles ouvertes ? Ou doit-on les considérer comme pouvant être fermées (pour les efforts de vent) ?
Quelle altitude < 400 m ?
Mon avis, non professionnel, ne peut servir d’étude pour une réalisation.
1
Bonsoir Ilovir,
pour les assemblage hors moise, j'ai comme idée :
-poinçon/contre fiche, tige filetée D16 percé à 18.
-Bracon/poteaux, tige fileté D16 percé à 18.
-bracon/panne sablière vis + équerre ferraille maison.
-poinçon/arba vis 180x6
Je suis dans l'optique de réaliser les liaisons les plus simple possible.
Si cela est est vraiment nécessaire?? je suis capable de réaliser des entures .j'ai en possession scie circulaire ciseau bois bois, ponceuse a bande et raboteuse électrique.
J'ai prévu de tout faire en 175x63, hormis entraits moise (200x38) et structure bardage 150x50.
Ce hangar sera entièrement barder. La première travée maçonné en parpaing jusque 1,5m.
Faut 'il faire un M ou X ou W dans chaque travée en 150x50 (assemblé à mi-bois)?
CHARGES:
Zone climatique III (bord de mer, cotes d'armor 22)
Situation NORMALE à PROTEGER
ZoneIII
CHARGES DE VENT : CHARGES ASCENDANTES 72daN/m2
ZONE A1
CHARGES DE NEIGE POUR UNE ALTITUDE DE 0 À 199 m : CHARGES DESCENDANTES 45daN/m2
Voilà si il manques des infos, ne pas hésiter.
Qu'est-ce que je doit revoir si besoin ?
[color=#ff3366]Mersi braz !!! [/color]
pour les assemblage hors moise, j'ai comme idée :
-poinçon/contre fiche, tige filetée D16 percé à 18.
-Bracon/poteaux, tige fileté D16 percé à 18.
-bracon/panne sablière vis + équerre ferraille maison.
-poinçon/arba vis 180x6
Je suis dans l'optique de réaliser les liaisons les plus simple possible.
Si cela est est vraiment nécessaire?? je suis capable de réaliser des entures .j'ai en possession scie circulaire ciseau bois bois, ponceuse a bande et raboteuse électrique.
J'ai prévu de tout faire en 175x63, hormis entraits moise (200x38) et structure bardage 150x50.
Ce hangar sera entièrement barder. La première travée maçonné en parpaing jusque 1,5m.
Faut 'il faire un M ou X ou W dans chaque travée en 150x50 (assemblé à mi-bois)?
CHARGES:
Zone climatique III (bord de mer, cotes d'armor 22)
Situation NORMALE à PROTEGER
ZoneIII
CHARGES DE VENT : CHARGES ASCENDANTES 72daN/m2
ZONE A1
CHARGES DE NEIGE POUR UNE ALTITUDE DE 0 À 199 m : CHARGES DESCENDANTES 45daN/m2
Voilà si il manques des infos, ne pas hésiter.
Qu'est-ce que je doit revoir si besoin ?
[color=#ff3366]Mersi braz !!! [/color]
0
Bonsoir,
la hauteur sous entrait telle qu'elle est, est sans appel ou peut on y apporter une modif plus basse..?
la hauteur sous entrait telle qu'elle est, est sans appel ou peut on y apporter une modif plus basse..?
1
Membre super utile
Et surtout, ne travaille jamais avec des poteaux et des moises comme vu sur tes dessins... ça n'vaut rien en terme de tenue.. ;)
1
Membre super utile
On ne peut pas dessiner le portique avec les longueurs de barres et les pentes de toit que vous avez données. Ca ne se correspond pas. Pouvez-vous donner un dessin du portique coté ?
Pour ce qui est des assemblages, je vois mal une tige filetée de 16 traverser les pièces dans leur largeur. Il faut une distance de 3 diamètres entre la tige et les faces (non chargées), ce qui demanderait une épaisseur minimale de 6 d, soit 96 mm (au lieu de 63).
Des tiges de 10 mm respecteraient ce principe, mais ça reste un assemblage avec jeu et glissement. Faut voir les efforts à reprendre (en fonction du portique coté).
Eventuellement postez le ficher Sketchup sur le forum, mais je ne sais pas comment on fait. Par un site externe peut-être.
Pour ce qui est des assemblages, je vois mal une tige filetée de 16 traverser les pièces dans leur largeur. Il faut une distance de 3 diamètres entre la tige et les faces (non chargées), ce qui demanderait une épaisseur minimale de 6 d, soit 96 mm (au lieu de 63).
Des tiges de 10 mm respecteraient ce principe, mais ça reste un assemblage avec jeu et glissement. Faut voir les efforts à reprendre (en fonction du portique coté).
Eventuellement postez le ficher Sketchup sur le forum, mais je ne sais pas comment on fait. Par un site externe peut-être.
Mon avis, non professionnel, ne peut servir d’étude pour une réalisation.
1
Salut les gars !
Merci de votre suivi.
Si je vous est bien suivi, Ludovic et Ilovir :
mon poinçon est trop cour:
arba trop couchés ?
Le problème est que je possède déjà le bac acier pour la couverture, (5,5m et 3,5m) et que je pense faire un batiment le plus bas possible, tout en gardant un accès dans le pignon pour engin agricole de 2,95m/H x 2,80m/l.
En raccourcissant la portée de la ferme de 250 mm, je dois pouvoir rallongé le poinçon de 200mm.
Ca me donne 8,25m extérieur poteau.
Avez un angle minimum pour les arba à me préconisé ?
[color=#333333]Pour les moises:[/color]
c'est le fait que cela soit une liaison pivot ?
En rajoutant une cornière pré-percée sur la hauteur de l'entrait, pour vissée l'entrait avec le poteau ??
J[color=#333333]e tente demain de posté un lien pour télécharger le fichier sketchup.[/color]
[color=#333333]Encore merci de votre service ![/color]
Merci de votre suivi.
Si je vous est bien suivi, Ludovic et Ilovir :
mon poinçon est trop cour:
arba trop couchés ?
Le problème est que je possède déjà le bac acier pour la couverture, (5,5m et 3,5m) et que je pense faire un batiment le plus bas possible, tout en gardant un accès dans le pignon pour engin agricole de 2,95m/H x 2,80m/l.
En raccourcissant la portée de la ferme de 250 mm, je dois pouvoir rallongé le poinçon de 200mm.
Ca me donne 8,25m extérieur poteau.
Avez un angle minimum pour les arba à me préconisé ?
[color=#333333]Pour les moises:[/color]
c'est le fait que cela soit une liaison pivot ?
En rajoutant une cornière pré-percée sur la hauteur de l'entrait, pour vissée l'entrait avec le poteau ??
J[color=#333333]e tente demain de posté un lien pour télécharger le fichier sketchup.[/color]
[color=#333333]Encore merci de votre service ![/color]
0
Bonjour,
Voici un lien pour le fichier skp:
https://www.catupload.com/download/85d9e0250648b170b4137d0d1209392a.html
Voici un lien pour le fichier skp:
https://www.catupload.com/download/85d9e0250648b170b4137d0d1209392a.html
0
0
Je vais regarder selon le dernier dessin.
J'ai téléchargé le skp. Merci.
L'entrait en deux parties (je suppose sur la longueur), il vaudrait mieux pas.
Les contrefiches ne me paraissent pas nécessaires.
Eventuellement, le bracon de gauche pourrait aller jusque sur l'arba.
J'ai téléchargé le skp. Merci.
L'entrait en deux parties (je suppose sur la longueur), il vaudrait mieux pas.
Les contrefiches ne me paraissent pas nécessaires.
Eventuellement, le bracon de gauche pourrait aller jusque sur l'arba.
Mon avis, non professionnel, ne peut servir d’étude pour une réalisation.
1
Merci Ilovir
j'ai revu mes plan
-J'ai incliner un peut plus mes arbas 12° et 16° ou 21% et 28%
-J'ai incliner un peut plus mes arbas 12° et 16° ou 21% et 28%
- pour renforcé les liaisons :
poteau aisselier avec de la cornière
entre arbas/poinçon; aisselier/arbas je pense encastrer des ferrures en défonçant de 8mm dans la face.
voici un nouveau lien:
https://www.catupload.com/download/01285e2e1f1daff8570f89b7cd359516.html
j'ai revu mes plan
-J'ai incliner un peut plus mes arbas 12° et 16° ou 21% et 28%
-J'ai incliner un peut plus mes arbas 12° et 16° ou 21% et 28%
- pour renforcé les liaisons :
poteau aisselier avec de la cornière
entre arbas/poinçon; aisselier/arbas je pense encastrer des ferrures en défonçant de 8mm dans la face.
voici un nouveau lien:
https://www.catupload.com/download/01285e2e1f1daff8570f89b7cd359516.html
0
Je considère
Neige A1 : 45 x 0.8 = 36 kg/m²
Vent Région 3 : hauteur 4 m, coefficient structural estimé : 0.97. qp(z) = 60 kg/m².
Le bois est considéré de classe structurale C24.
Section de calcul : 6.2 x 17.1 cm (à 12 % d’humidité du bois) ou moisé.
Entraxe des poteaux : 8.074 – largeur hors murs : 8.35 m. Longueur 10 m.
Je simplifie le calcul du vent en ne différentiant pas précisément les différentes zones des parois. J’ai les angles de toit 11 ° côté gauche et 15 ° côté droit.
Vent soufflant de la droite :
Pression versant au vent : +0.2 Dépression versant sous vent : -0.484
Pression mur au vent : +0.7 Dépression mur sous vent : -0.3
Vent soufflant de la gauche :
Pression versant au vent : +0.12 Dépression versant sous vent : -0.46
Pression mur au vent : +0.7 Dépression mur sous vent : -0.3
Pour le vent longitudinal soulevant le toit: - 0.55
Bâtiment fermé en situation durable : Cpi = +0.2 ou – 0.3
Le vent longitudinal provoque le plus fort soulèvement, à considérer notamment pour la fixation des éléments (+ effets locaux en bordures de toit).
Ensemble :
Soulèvement global ensemble du bâtiment : 80 m² x (0.55 – (+0.2)) x 60 = 3 600 daN
Poids total du bâtiment, hors murs et bardages : 1 200 daN
Résultats, après modélisation dans Freelem, pour le portique central.
A l’estime, le cas le plus défavorable pour le calcul du portique central (largeur chargée 4.90 m), est le vent de la droite + demi-neige symétrique + dépression intérieure.
Il apparaît que :
Les contraintes sont tout à fait excessives dans le poteau de gauche : 35 MPa pour une valeur de calcul de 24 x 1.1 / 1.3 = 20.3 MPa, soit un taux de travail de l’ordre de 175 %.
Les contraintes sont encore élevées dans la zone gauche : 16 à 18 MPa dans l’entrait et l’arbalétrier.
La jambe de force gauche, en flexion composée avec flambement, est à 120 % de taux de travail.
Les déplacements sont de l’ordre de 40 mm en horizontal et 30 mm en vertical.
Conclusion : gros problème au niveau de la conception de structure dans la partie gauche du portique.
Remarques :
Le calcul fin et complet pourrait faire apparaître quelques différences, mais mon approximation ne me paraît pas complètement extravagante.
Les résultats ci-dessus ne tiennent pas compte des affaiblissements que peuvent provoquer les découpes et percements pour assemblages, augmentant localement les contraintes.
Les efforts à reprendre par les assemblages entre barres sont importants, et il reste à faire un gros travail d’étude de ces assemblages.
Freelem ne permet pas la prise en compte des glissements des assemblages. Lorsqu’on le peut, on trouve généralement une meilleure répartition des contraintes dans les barres, et une plus grande déformation d’ensemble.
Enfin, je précise que mon analyse n’est qu’un travail d’amateur, ne pouvant pas se substituer à la prestation d’un bureau d’étude professionnel nécessaire pour ce projet.
Neige A1 : 45 x 0.8 = 36 kg/m²
Vent Région 3 : hauteur 4 m, coefficient structural estimé : 0.97. qp(z) = 60 kg/m².
Le bois est considéré de classe structurale C24.
Section de calcul : 6.2 x 17.1 cm (à 12 % d’humidité du bois) ou moisé.
Entraxe des poteaux : 8.074 – largeur hors murs : 8.35 m. Longueur 10 m.
Je simplifie le calcul du vent en ne différentiant pas précisément les différentes zones des parois. J’ai les angles de toit 11 ° côté gauche et 15 ° côté droit.
Vent soufflant de la droite :
Pression versant au vent : +0.2 Dépression versant sous vent : -0.484
Pression mur au vent : +0.7 Dépression mur sous vent : -0.3
Vent soufflant de la gauche :
Pression versant au vent : +0.12 Dépression versant sous vent : -0.46
Pression mur au vent : +0.7 Dépression mur sous vent : -0.3
Pour le vent longitudinal soulevant le toit: - 0.55
Bâtiment fermé en situation durable : Cpi = +0.2 ou – 0.3
Le vent longitudinal provoque le plus fort soulèvement, à considérer notamment pour la fixation des éléments (+ effets locaux en bordures de toit).
Ensemble :
Soulèvement global ensemble du bâtiment : 80 m² x (0.55 – (+0.2)) x 60 = 3 600 daN
Poids total du bâtiment, hors murs et bardages : 1 200 daN
Résultats, après modélisation dans Freelem, pour le portique central.
A l’estime, le cas le plus défavorable pour le calcul du portique central (largeur chargée 4.90 m), est le vent de la droite + demi-neige symétrique + dépression intérieure.
Il apparaît que :
Les contraintes sont tout à fait excessives dans le poteau de gauche : 35 MPa pour une valeur de calcul de 24 x 1.1 / 1.3 = 20.3 MPa, soit un taux de travail de l’ordre de 175 %.
Les contraintes sont encore élevées dans la zone gauche : 16 à 18 MPa dans l’entrait et l’arbalétrier.
La jambe de force gauche, en flexion composée avec flambement, est à 120 % de taux de travail.
Les déplacements sont de l’ordre de 40 mm en horizontal et 30 mm en vertical.
Conclusion : gros problème au niveau de la conception de structure dans la partie gauche du portique.
Remarques :
Le calcul fin et complet pourrait faire apparaître quelques différences, mais mon approximation ne me paraît pas complètement extravagante.
Les résultats ci-dessus ne tiennent pas compte des affaiblissements que peuvent provoquer les découpes et percements pour assemblages, augmentant localement les contraintes.
Les efforts à reprendre par les assemblages entre barres sont importants, et il reste à faire un gros travail d’étude de ces assemblages.
Freelem ne permet pas la prise en compte des glissements des assemblages. Lorsqu’on le peut, on trouve généralement une meilleure répartition des contraintes dans les barres, et une plus grande déformation d’ensemble.
Enfin, je précise que mon analyse n’est qu’un travail d’amateur, ne pouvant pas se substituer à la prestation d’un bureau d’étude professionnel nécessaire pour ce projet.
Mon avis, non professionnel, ne peut servir d’étude pour une réalisation.
1
Merci Ilivor,
Pas bon du tout, en clair.
Pas bon du tout, en clair.
0
Bonsoir,
Sans faire de calculs,
Est-ce que ce type de portique avec les 2 pentes à 28,7% corrigerai les déformations constatées par le calcul d'Ilivor ?
Mais j'ai l'impression de faire compliquer pour une porté assez commune! HELP
Concernant les assemblages.
Pour moi, le faite de moiser les entraits sur les arbas et de moiser les poteaux sur les arbas, forme un assemblage tenon mortaise bien meilleur que celui que je pense être capable de réaliser.
Quitte à rajouter des ferrures, équerres, tire-fond sous l'arba.
Pointes de 140 biaisés dans la hauteur de l'entrait vers l'arba et dans le champ extérieur du poteau vers l'arba.
Ai-je tord ?
Je précise que ce projet aura le grand versant le long d'un talus (à 3m) arboré de grands arbres.
Qu'il ne servira uniquement qu' à titre privé pour stockage et bricolage.
Merci d'avance pour vos réponses.
Sans faire de calculs,
Est-ce que ce type de portique avec les 2 pentes à 28,7% corrigerai les déformations constatées par le calcul d'Ilivor ?
Mais j'ai l'impression de faire compliquer pour une porté assez commune! HELP
Concernant les assemblages.
Pour moi, le faite de moiser les entraits sur les arbas et de moiser les poteaux sur les arbas, forme un assemblage tenon mortaise bien meilleur que celui que je pense être capable de réaliser.
Quitte à rajouter des ferrures, équerres, tire-fond sous l'arba.
Pointes de 140 biaisés dans la hauteur de l'entrait vers l'arba et dans le champ extérieur du poteau vers l'arba.
Ai-je tord ?
Je précise que ce projet aura le grand versant le long d'un talus (à 3m) arboré de grands arbres.
Qu'il ne servira uniquement qu' à titre privé pour stockage et bricolage.
Merci d'avance pour vos réponses.
0
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0
Votez !
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1
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