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Drainage EP - besoins de conseils

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Bonjour,

Notre maison est en cours de construction (112 m²), nous sommes en train de nous pencher sur l'évacuation des eaux pluviales, mais besoin de vos avis et de quelques conseils.
Nous avons un sol naturel sablo-graveleux sur plus de 2 m d'épaisseur.

En première approche nous avons pensé faire comme sur la figure ci-dessous, avec des tranchées de 0.40 m de profondeur sur 0.40 à 0.50 cm de largeur que l'on comblerait de galets et rejoindrait un puisard rempli de galets également, mais pas de tuyau PVC :

[img]data:image/png;base64,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[/img]

7m et 3m est-ce suffisant ? Le puisard de 1*1*1 est-il indispensable ou pouvons-nous juste faire des tranchées, si indispensable, est-il suffisant ?

Les dimensions des tranchées sont-elles suffisantes ?

Est-ce une bonne idée de na pas m'être de tuyau PVC ?

Il me semble qu'un géotextile est nécessaire, doit-on le prévoir en dessous et/ou au dessus des galets ?

Pouvez-vous me donner votre avis s'il vous plaît ...

Vous en remerciant par avance !
Messages : Env. 10
Dept : Gironde
Ancienneté : + de 9 ans
 
Env. 2000 message La Chapelle D'andaine (61)
Ne vous prenez pas la tête pour vos travaux de VRD...

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

C'est ici : https://www.forumconstruire.com/construire/devis-0-61-devis_vrd_fosse_septique.php
 
Env. 10 message Gironde
Je n'arrive pas à insérer mon petite schéma ...
Messages : Env. 10
Dept : Gironde
Ancienneté : + de 9 ans
 
Membre utile Env. 2000 message La Chapelle D'andaine (61)
Bonjour,

C'est vrai que sans le schéma, ce n'est pas aussi facile à voir...
L'expérience, ça se partage !
Picto recompense Membre utile
Messages : Env. 2000
De : La Chapelle D'andaine (61)
Ancienneté : + de 12 ans
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Les guides vous aident à y voir plus clair sur la construction.
Photos VRD - fosse septique
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Picorez des idées en parcourant les photos des constructions des autres !
Suivre son chantier à distance avec une caméra
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Les guides vous aident à y voir plus clair sur la construction.

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