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Calculs escalier quart tournant

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Bonjour,

Ce forum semble être rempli de gens compétents alors je viens solliciter votre aide d'un part pour l'ouverture d'une trémie d'escalier et d'autre part pour le calcul de l'escalier lui même.

Voici quelques informations de base:
Côté ouverture de la trémie: nous voulons ouvrir une trémie dans un plafond de type voutain de brique avec poutres métalliques, comme indiqué sur le schéma ci-dessous:[img]data:image/png;base64,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[/img]

Nos questions:
1/ Est ce qu'un support de trémie (fer longeant la trémie) fichée dans le mur en pierre au dessus d'un lintau métallique (H de hauteur 24cm) est correct au niveau structure / stabilité?
2/ nous aurons surement besoin d'un pilier de soutien car les IPN du plafond (et en particulier l'IPN qui portera l'escalier ne semblent pas fichés profondément dans le mur de pierre. Si vous confirmez qu'il nous faut un pilier, pensez-vous qu'il est plus judicieux de le placer en 1 ou 2 (cf schéma), c'est a dire a l'angle 'flottant' de la trémie ou le long du mur? L'intérêt de l'emplacement 2 est un moindre encombrement mais serait-ce assez solide?

Côté escalier lui-même:
Voici les dimensions projetée de la trémie et hauteur de l'escalier:
Hauteur sol à sol: 335 cm
Hauteur sous plafond: 310 cm
Longueur de l'escalier: 406 cm
Largeur de l'escalier: 100 cm
Longueur de la trémie: 311 cm

Nous souhaiterions nous orienter vers un escalier quart-tournant en bas, avec la première (ou maximum deuxième marche) tournante. (pas d'angle d'escalier donc). Suivant le schéma ci-dessus, l'escalier partira côté pilier béton et s'accrochera en haut sur la poutre IPN restante.

Nos questions:
1/ Avec ces dimensions, est ce que vous pensez qu'on peut faire passer un escalier, et qui soit tout de meme confortable (c'est un escalier d'une maison qui fera communiquer le RDV et le 1er etage)? Quels sont la hauteur de marche et longueur du giron optimaux pour cet escalier? Quel serait l'angle de cet escalier?
2/ Serait il possible que quelqu'un nous aide à faire le schéma du futur escalier, afin que nous puissions mieux nous representer la pente, etc.?

Je reste a votre disposition si quelque chose n'est pas clair ou manque de précision.

En vous remerciant par avance pour votre aide,
Cordialement,
Carole
Messages : Env. 10
Dept : Herault
Ancienneté : + de 8 ans
 
message
Ne vous prenez pas la tête pour la création d'un escalier...

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

C'est ici : https://www.forumconstruire.com/construire/devis-0-16-devis_escalier.php
 
Env. 10 message Herault
(je recommence sans l'image qui ne semble pas s'afficher correctement)

Bonjour,

Ce forum semble être rempli de gens compétents alors je viens solliciter votre aide d'un part pour la realisation d'une trémie et d'un escalier.

Voici quelques informations de base:
Côté ouverture de la trémie: nous voulons ouvrir une trémie dans un plafond de type voutain de brique avec poutres métalliques

Nos questions:
1/ Est ce qu'un support de trémie (fer longeant la trémie) fichée dans le mur en pierre au dessus d'un lintau métallique (H de hauteur 24cm) est correct au niveau structure / stabilité?
2/ nous aurons surement besoin d'un pilier de soutien car les IPN du plafond (et en particulier l'IPN qui portera l'escalier ne semblent pas fichés profondément dans le mur de pierre. Si vous confirmez qu'il nous faut un pilier, pensez-vous qu'il est plus judicieux de le placer a l'angle 'flottant' de la trémie ou le long du mur? L'intérêt de le long du mur est un moindre encombrement mais serait-ce assez solide?

Côté escalier lui-même:
Voici les dimensions projetée de la trémie et hauteur de l'escalier:
Hauteur sol à sol: 335 cm
Hauteur sous plafond: 310 cm
Longueur de l'escalier: 406 cm
Largeur de l'escalier: 100 cm
Longueur de la trémie: 311 cm

Nous souhaiterions nous orienter vers un escalier quart-tournant en bas, avec la première (ou maximum deuxième marche) tournante. (pas d'angle d'escalier donc). Suivant le schéma ci-dessus, l'escalier partira côté pilier béton et s'accrochera en haut sur la poutre IPN restante.

Nos questions:
1/ Avec ces dimensions, est ce que vous pensez qu'on peut faire passer un escalier, et qui soit tout de meme confortable (c'est un escalier d'une maison qui fera communiquer le RDV et le 1er etage)? Quels sont la hauteur de marche et longueur du giron optimaux pour cet escalier? Quel serait l'angle de cet escalier?
2/ Serait il possible que quelqu'un nous aide à faire le schéma du futur escalier, afin que nous puissions mieux nous representer la pente, etc.?

Je reste a votre disposition si quelque chose n'est pas clair ou manque de précision.

En vous remerciant par avance pour votre aide,
Cordialement,
Carole
Messages : Env. 10
Dept : Herault
Ancienneté : + de 8 ans
En cache depuis le lundi 03 mai 2021 à 05h45
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