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Super photographe Env. 700 message Quimper (29)
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J'ai installé un surpresseur dans mon garage pour récupérer l'eau de ma cuve de récupération d'eau de pluie pour mon utilisation domestique : toilettes, machine à laver et jardin.
Pour tester l'installation du surpresseur, j'ai branché directement en sortie mon tuyau d'arrosage. Jusqu'à là aucun problème l'eau arrive bien. Le surpresseur se déclenche à 1,4 bar et s'arrête à 2.4 bars.

La deuxième étape à consister à brancher le surpresseur sur l'installation domestique avec deux filtres pour filtrer l'eau en entrée.
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[/img]

J'ai voulu tester et je me rends compte que j'ai quasiment pas d'eau en sortie. La pompe ne fait que se déclencher et s'éteindre lorsque je tire de l'eau. Sur la notice des filtres, j'ai vu qu'il est indiqué une pression d'utilisation de 4 bars.
Je pense que mon surpresseur ne fournit pas assez de pression car il se limite à 2.4 bars actuellement.

Quelqu'un peut m'indiquer ce qu'il faut faire pour augmenter ce seuil ?

- augmenter la pression du ballon de vessie du réservoir tampon ? si oui quelle pression ?
- régler quelque chose au niveau du capteur de pression situé au niveau de la pompe ?

Merci d'avance pour les infos
Picto recompense Super photographe
Messages : Env. 700
De : Quimper (29)
Ancienneté : + de 11 ans
 
message
Ne vous prenez pas la tête pour une installation de récuparateur d'eau de pluie...

Allez dans la section devis récupération des eaux de pluie 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-0-43-devis_recuperation_des_eaux_de_pluie.php
 
Membre utile Env. 9000 message Bresse- Saône & Loire (71) (71)
Oui il faut régler le pressostat, pour qu'il coupe aux environs de 3,5 bars.
ceci dit, tes filtres doivent apporter beaucoup de pertes de charge, tu risques d'être souvent embêté. Un seul ne suffirait il pas ?
Picto recompense Membre utile
Messages : Env. 9000
De : Bresse- Saône & Loire (71) (71)
Ancienneté : + de 17 ans
 
Env. 500 message Puicheric (11)
Bonjour maguy29,
et vous serez souvent embêtè avec ce type de montage.
Pourquoi?parce que les débits sont trop différents par rapport
à la capacité du réservoir.La solution consiste à supprimer le
mano contacteur(boitier noir avec le manomètre)et installer en sortie de pompe
un boitier type Press control. Mais dans ce cas,le réservoir à vessie n'est
plus d' aucune utilité.Vous auriez pu faire l' économie de n' acheter qu'une
pompe de surface si vous vous étiez renseigné avant votre achat.
Mais bon, les "surpresseurs" sont très "à la mode".
Cordialement
Messages : Env. 500
De : Puicheric (11)
Ancienneté : + de 9 ans
 
Super photographe Env. 700 message Quimper (29)
Merci du renseignement. Mais pour le moment je vais essayer de modifier le réglage du mano-contacteur en augmentant la pression d'arrêt à 4 bars Biggrin
Picto recompense Super photographe
Messages : Env. 700
De : Quimper (29)
Ancienneté : + de 11 ans
 
Env. 500 message Puicheric (11)
Bonjour maguy29,
Vous pouvez même regler cette pression de coupure à fond,
ce qui devrait représenter 5 ou 6 bars.Cela ne présente aucun
problème pour la pompe.En fait,dans votre configuration,
c' est pratiquement le seul moyen d' éviter coupures-enclenchements
à répétition,préjudiciables pour la pompe.
Mais n' oubliez pas d'installer un réducteur de
pression côté utilisation WC,sinon le flotteur de cuve va pas aimer.
Vérifiez aussi la pression du réservoir à vessie.Pour un fonctionnement
et un rendement optimum,elle doit être à 0,2 bars sous la pression
d' enclenchement de pompe,réglable aussi dans le manocontacteur.
Ce réglage se fait sur l' écrou plastique situé sur la tige filetée correspondant
à la fixation du couvercle du boitier.Le réglage de la pression de coupure
se fait à l' aide de la vis marquée + et -.
Cordialement
Messages : Env. 500
De : Puicheric (11)
Ancienneté : + de 9 ans
En cache depuis le samedi 14 mai 2022 à 07h32
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