Auto construction piscine 12X5

Bonjour.

Il existe un guide pratique de technique piscine Hors série, qui traite de tout se qui touche le monde de la piscine, que ce soit la construction ou les différents types de traitements, il y à aussi des membres sur le forum qui peuvent vous donnez des conseilles.

Bonjour et merci pour cette réponse,
je vais effectivement consulter et interroger sur le forum au fur et à mesure de mes interrogations , j'ai déjà trouvé quelques  réponses en parcourant le forum ,bien intéressantes.
bonne journée.
 

Voici ce que je compte faire à priori, d'après ce que j'ai pu lire et ce que j'ai compris .
merci pour vos avis ou vos retours d'expériences 

les données :
volume piscine 87 m3 (12X5X1.45).
le local technique sera enterré et se situera dans un angle de la piscine .
la distance, entre les 2 skimmers et de la bonde de fond latérale, avec local sera  comprise entre 15 et 17 mètres .
les trois seront reliés indépendamment avec du pvc souple de diamètre 63.
la distance entre le local et les 4 buses de refoulement sera comprise entre 5 et 7 mètres .
Alimentation unique en 63 puis couplage des buses  par 2 .
pompe min 22 m3/h  variable (probablement pentair)
filtre à sable 760 débit en relation 22 m3/h min.
traitement sel (j'ai découvert la marque elywann grâce au forum je garde ce choix en mémoire)
pompe à chaleur mais pas encore choisi un modèle.



 




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[/img]

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[/img]

Pour votre bassin de 87 m3 d'eau, 3 skimmers avec canalisation individuel en 63mm, en raison des pertes de charges estimer et de l'éloignement du local technique. 4 refoulements individuel avec canalisation en 50mm est largement suffisant. Un bas de paroi avec une canalisation en 50mm, une prise balai en PVC rigide de 16 bars si compresseur ou une canalisation en flexible renforcer pour un autre robot en 63mm. Une pompe à vitesse variable tristar de 1.5cv de chez Hayward d'un débit de 24 m3/h, et un filtre de 30 m3 pour espacer les lavages du filtre. Un trop plein et un puits de décompression.
Bon choix.

Pour votre bassin de 87 m3 d'eau, 3 skimmers avec canalisation individuel en 63mm, en raison des pertes de charges estimer et de l'éloignement du local technique. 4 refoulements individuel avec canalisation en 50mm est largement suffisant. Un bas de paroi avec une canalisation en 50mm, une prise balai en PVC rigide de 16 bars si compresseur ou une canalisation en flexible renforcer pour un autre robot en 63mm. Une pompe à vitesse variable tristar de 1.5cv de chez Hayward d'un débit de 24 m3/h, et un filtre de 30 m3 pour espacer les lavages du filtre. Un trop plein et un puits de décompression.
Bon choix.

Pour votre bassin de 87 m3 d'eau, 3 skimmers avec canalisation individuel en 63mm, en raison des pertes de charges estimer et de l'éloignement du local technique. 4 refoulements individuel avec canalisation en 50mm est largement suffisant. Un bas de paroi avec une canalisation en 50mm, une prise balai en PVC rigide de 16 bars si compresseur ou une canalisation en flexible renforcer pour un autre robot en 63mm. Une pompe à vitesse variable tristar de 1.5cv de chez Hayward d'un débit de 24 m3/h, et un filtre de 30 m3 pour espacer les lavages du filtre. Un trop plein et un puits de décompression.
Bon choix.

Merci Alex pour ces recommandations.

Le nombre de skimmers pourrait-il être compensé par le rapprochement du local technique de ces derniers et le choix de skimmer grande meurtrière ? 

D'une manière générale ou situer à l'idéal la pompe (le local) plus près des skimmers ,des buses de refoulement ou entre les deux ? 


votre avis?
merci


 

Bonjour.

J'ai été victime d'un bug cette nuit, je vous donnerez mes propositions dans la journée.

Bonjour.

Pour votre bassin de 87 m3 d'eau, 3 skimmers classique avec canalisation individuel en 63mm, pour
favoriser l'écrémage de surface, en raison des pertes de charges estimer et de l'éloignement du local technique. 4 refoulements avec une canalisation individuel en 50mm avec 4 vannes d'arrêt pour gérer le débit d'eau. Une prise balai en PVC rigide de 16 bars si vous utilisez un surpresseur, Ou un flexible souple renforcer en 50mm pour un autre robot. Un bas de paroi en canalisation en 50mm, aussi un trop plein d'eau. Une pompe à vitesse variable tristar du type Hayward de 1.5 cv débit 24 m3 et un filtre de 30 m3 pour espacer les lavages du filtre ( donc économie d'eau et des produits de traitements). Sans oublier un puits de décompression.
Si vous pouvez réduire la longueur des canalisations des skimmers à 10m ou moins, on peut envisager de mettre 2 skimmers à grande meurtrière et peut être une pompe et filtre moins puissant.
Bon choix.
.

Pour votre bassin de 87 m3 d'eau, 3 skimmers avec canalisation individuel en 63mm, en raison des pertes de charges estimer et de l'éloignement du local technique. 4 refoulements individuel avec canalisation en 50mm est largement suffisant. Un bas de paroi avec une canalisation en 50mm, une prise balai en PVC rigide de 16 bars si compresseur ou une canalisation en flexible renforcer pour un autre robot en 63mm. Une pompe à vitesse variable tristar de 1.5cv de chez Hayward d'un débit de 24 m3/h, et un filtre de 30 m3 pour espacer les lavages du filtre. Un trop plein et un puits de décompression.
Bon choix.

Il doit y avoir un bug sur le forum la moitié de mon message a disparu

Merci pour toutes ces précisions , je pense avoir eu le message en entier l'affichage n'est cependant pas au top!
Je vais donc essayer de rapprocher le local technique des skimmers, et pour le reste je resterais dans ce type de configuration.
Début des travaux dès que la météo laisse un créneau favorable pour le terrassement .

merci encore pour ces conseils.  

Hello alex 135; pourquoi 3 skimmers pour un bassin de 12 x 5 ? pourquoi 4 tuyaux de refoulement ? Comment tu calcules les pertes de charge et ça donne quoi numériquement ?