Problème robot polaris 280

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Djidj974
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Dept : Gironde
Ancienneté : + de 2 ans
Le 07/05/2018 à 13h31
Problème robot polaris 280
Bonjour,

Je découvre les joies de la piscine après avoir acheté récemment notre maison (ancienne).

J'ai découvert aussi le polaris 280. Et il me semble qu'il ne fonctionne pas de manière optimale. Il a tendance à ce coincer rapidement contre les parois et les angles donc le nettoyage n'est pas effectué. Le flagelle aussi est peu vigoureux.

Je me demandais d'où cela peut venir.

En parcourant un peu internet j'ai vérifié les roues et il y a 30 tours par minute mais ce n'est pas régulier car parfois elles se bloquent puis repartent ...

Je trouve aussi qu'il y a beaucoup d'eau qui sort par la soupape de décharge.

Et en déconnectant le robot et en mettant en marche le surpresseur seul, j'ai aussi l'impression que la pression au niveau de la prise balai n'est pas très forte.

Le problème est que ce ne sont que des impressions car je n'ai pas pu comparer avec un système normal qui fonctionne parfaitement et je ne sais plus très bien par où commencer pour savoir d'où est le problème et le régler.

Merci de votre aide !!
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Ne vous prenez pas la tête pour la construction d'une piscine...

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

C'est ici : http://www.forumpiscine.com/devis_piscine/0-74-devis_creation_de_piscine.php
Loicsoufflet

Messages : Env. 2000
De : Vienne (38)
Ancienneté : + de 3 ans
Le 07/05/2018 à 13h39
Le Polaris est un robot qui travaille de manière aléatoire. De nombreuses modifications ont été apportées sur les derniers modèles. Je ne suis pas certain que tu puisse faire quoi que ce soit à part partir sur un robot électrique qui fonctionnera beaucoup mieux et sera beaucoup plus efficace.
Si quelqu’un a une solution pour toi, je laisse le soin de répondre
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Djidj974
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Messages : Env. 10
Dept : Gironde
Ancienneté : + de 2 ans
Le 07/05/2018 à 13h51
J'aurai quand même aimé avoir la chance de pouvoir le réparer.
Après c'est sur que d'acheter du neuf c'est la facilité mais ce n'est pas forcément la priorité budgétaire actuellement.

Et étant une construction assez ancienne, je n'ai pas forcément sous la main des professionnels vers qui m'orienter directement car chaque constructeur veut s'occuper de leur propre marque et les petits travaux ne les intéressent pas.

Donc je comptais bien sur ce genre de forum pour m'aider un minimum.

Et ma grande question est de savoir si cela peut venir prioritairement du robot ou du surpresseur.
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olivier921

Messages : Env. 1000
Dept : Cote D'or
Ancienneté : + de 2 ans
Le 07/05/2018 à 22h07
Bonsoir
Le polaris 280 est un très bon petit robot qui se repare très facilement car il est très simple et les pièces détachées se trouvent très facilement.
Je dis ça car j en ai un. Au début je ne voulais pas de robot mais il m a été offert par mon pisciniste, finalement j en suis très satisfait et je ne passe plus le balais que deux fois par an.
J aurais deux questions:
1. Quel modèle avez vous celui avec ou sans chenille?
2. Qu' appellez vous la soupape de décharge?
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Djidj974
Auteur du sujet

Messages : Env. 10
Dept : Gironde
Ancienneté : + de 2 ans
Le 07/05/2018 à 23h24
Bonjour!
Merci de prendre le temps de me répondre.

J’ai le polaris 280 avec chenille (si chenille=flagelle=queue derrière).

La soupape est la piece qui est connectée au mur avec une partie en caoutchouc noir.
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phiphi54

Messages : Env. 10
De : Lyon (69)
Ancienneté : + de 7 ans
Le 08/05/2018 à 09h34
Bonjour,
j'ai eu le même problème, c'est ta prise robot qui est fendu à l'arrière.
Si le tube PVC n'est pas bien enfoncer avant le collage, il y a un porte à faux. Surtout si c'est une piscine en bloc poly :
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phiphi54

Messages : Env. 10
De : Lyon (69)
Ancienneté : + de 7 ans
Le 08/05/2018 à 09h48
Bonjour,
j'ai eu le même problème, c'est ta prise robot qui est fendu à l'arrière.
Si le tube PVC n'est pas bien enfoncer avant le collage, il y a un porte à faux. Surtout si c'est une piscine en bloc poly :

Il faut creuser à l'arrière de la prise au niveau de la terrasse.
Mois je n'avais pas de dalle béton, c'est une terrasse en dalle sur sable.
Bon courage...
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Djidj974
Auteur du sujet

Messages : Env. 10
Dept : Gironde
Ancienneté : + de 2 ans
Le 08/05/2018 à 10h05
Comment vous avez su que c’était ça?
Car c’est pas du tout à cela qu’on pense en premier
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phiphi54

Messages : Env. 10
De : Lyon (69)
Ancienneté : + de 7 ans
Le 08/05/2018 à 17h52
Excuse moi, je n'ai pas répondu sur le bon post !Je voulais répondre à "Fabcollin" pour son post "Perte d'eau avec polaris et surpresseur"
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olivier921

Messages : Env. 1000
Dept : Cote D'or
Ancienneté : + de 2 ans
Le 09/05/2018 à 10h30
Djidj974 a écrit:Bonjour!
Merci de prendre le temps de me répondre.

J’ai le polaris 280 avec chenille (si chenille=flagelle=queue derrière).

La soupape est la piece qui est connectée au mur avec une partie en caoutchouc noir.

Bonjour,
La chenille est une ...chenille qui relie les deux roues principales, donc je suppose que vous avez le modèle avec des roues indépendantes. Vos roues sont équipée de pneus, il faut en vérifier l'état et éventuellement en changer s'ils sont usés et/ou qu'ils n'adhérent plus parfaitement à la jante.
Concernant la flagelle, sa vitesse de balayage se règle en tournant la vis en inox située à son extrémité coté robot. A son autre extrémité vous devez avoir un manchon en mousse qui va gratter le fond, cette mousse s'use et fait rarement plus d'une saison.
Il faut également vérifier l'état du flotteur et son réglage. S'il est plein d'eau il faut le changer.
Vérifiez également le réglage de la buse de propulsion située à l'arrière, en modifiant son orientation vous pouvez améliorer sa capacité à monter sur les parois.
Autre pièce essentielle, la vanne de recul, vous pouvez la démonter et graisser le mécanisme avec de la graisse silicone. Bien graisser également le joint afin qu'elle ne fuis pas.
Si vous avez un filtre sur votre tuyau après la soupape, vérifiez qu'il est bien propre.
La soupape est livrée avec deux disques bleu et rouge qui servent à réduire le débit mais si vous avez contrôlé que la vitesse de rotation des roues est correcte je ne pense pas que vous ayez un problème de se coté la.
Voici un site ou vous pourrez trouver des pièces détachées mais il y en a d'autres, n'hésitez pas à chercher et à comparer car pour certaines pièces la différence de prix peut être surprenante.
https://www.piscine-market.com/pieces-polaris-280/182/cg
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ZodiacFrance

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Le 09/05/2018 à 10h37
Bonjour,

Si votre Polaris 280 se coince contre les parois, veuillez essayer de vérifier la vitesse de rotation de la roue du Polaris, ainsi que le cycle de la soupape de secours, veuillez ajuster la buse de propulsion et enlevez tout matériel inutile de la piscine. 
Si votre problème persiste, nous vous conseillons de vous rapprocher de votre revendeur afin d’établir le bon diagnostic et résoudre votre problème.
Bonne journée
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Djidj974
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Le 09/05/2018 à 10h55
En fait j'ai remarqué que sur une ligne droite, le robot s’arrêtait tout seul; est ce un problème interne ("moteur", roue ?".

J'ai fait tous les réglages possibles; le flagelle est maintenant tout le temps en mouvement.
J'ai l'impression qu'il y a un peu d'eau dans la buse de refoulement mais je n'arrive pas à l'ouvrir.
Le reste à l'air correct.
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olivier921

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Le 09/05/2018 à 11h18
Qu'appelez-vous la buse de refoulement, la vanne de recul? Régulièrement votre robot va s’arrêter et la vanne de recul doit le tirer en arrière afin d'éviter qu'il ne reste coincé contre une parois ou dans un angle.
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Djidj974
Auteur du sujet

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Le 09/05/2018 à 11h22
Oui pardon je voulais dire la vanne de recul;
j'ai bien compté celle ci se met en route à peu près toutes les 3 minutes mais la après une nouvelle lancée en avant, il s'est arrêté tout seul au milieu bien avant les 3 minutes sans être bloqué justement

et c'est vrai que en comptant la vitesse de rotation des roues j'avais l'impression que la vitesse n'était pas régulière
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olivier921

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Le 09/05/2018 à 14h02
Vous dites que la soupape de décharge s'ouvre beaucoup, les arrêts ou les irrégularités de rotation correspondent ils avec l'ouverture de cette dernière? Si oui le problème est peut être là.
Maintenant concernant cette soupape je ne peux pas vous dire si c'est normal qu'elle s'ouvre régulièrement, la mienne est dans un carton car mon robot est connecté directement sur la sortie sur-presseur de ma pompe de filtration via un raccord GARDENA.
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