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Pompe immergée et vase d'expansion

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Bonjour, je suis nouveau sur ce forum et je me permets de demander de l'aide. Je dispose d'un puits composé de quatre buses béton diamètre 90 et hauteur 1m. Dans ce puits j'ai installé une pompe immergée Ribimex PRPGP900. Le but de la manœuvre est d'alimenter mes turbines (Toro Mini 8) via mes électrovannes (Toro EzFlo) et un programmateur Toro.
Je voudrais savoir si je suis OBLIGE de monter en parallèle à ma pompe un vase d'expansion et de quel volume. Je disposais jusqu'à présent d'une pompe de surface mais elle a appris deux fois "à nager" car mon installation est dissimulée dans deux regards type Jumbo et lorsqu'il a plu énormément l'année dernière, le terrain s'est trouvé inondé et la pompe aussi. Je dispose toujours d'un Aquacontrol+ pour la gestion de la sécurité manque d'eau et le démarrage de la pompe mais mon revendeur m'a dit qu'avec un vase d'expansion, il fallait seulement une simple sécurité manque d'eau.
Je joint un dessin sommaire de mon installation. Merci d'avance pour vos réponses.


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[/img]
Messages : Env. 10
Dept : Ardeche
Ancienneté : + de 10 ans
 
Env. 3000 message Loiret
Sinon, passe par un pro...

Va dans la section devis arrosage automatique du site, remplis le formulaire et tu recevras jusqu'à 3 devis comparatifs de jardiniers paysagistes de ta région. Comme ça tu ne courres plus après les jardiniers paysagistes, c'est eux qui viennent à toi

C'est ici : https://www.forumconstruire.com/construire/devis-0-48-devis_arrosage_automatique.php
 
Membre utile Env. 3000 message Loiret
Bonjour,

Pour le dessin, il faudra revoir le format du fichier joint.
Dans le principe, il n'y a pas d'obligation d'installer un surpresseur, cela permet simplement d'avoir une pression constante et un débit régulé en fonction des besoins liés à l'utilisation.

Cordialement.
Picto recompense Membre utile
Messages : Env. 3000
Dept : Loiret
Ancienneté : + de 14 ans
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Devis arrosageArtisan
Devis arrosage
Demandez, en 5 minutes, 3 devis comparatifs aux professionnels de votre région. Gratuit et sans engagement.
Créer un arrosage intégré automatique
Créer un arrosage intégré automatique
Les guides vous aident à y voir plus clair sur la construction.
Photos arrosage
Photos arrosage
Picorez des idées en parcourant les photos des constructions des autres !
Toutes les ventes privées brico / déco / jardin !
Toutes les ventes privées brico / déco / jardin !
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