Conseils sur piscine 5m par 3m

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Bonjour à tous,

J'ai eu pendant 10 ans une piscine hors sol Intex (4m*2m).

Je souhaite désormais faire construire une piscine enterrée sur Aix en Provence:
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Dimensions intérieures: 5m*3m*1.50m (1.40m de profondeur d’eau).[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Volume: 21m3.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Forme: rectangulaire.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Fond plat.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Pas de plage immergée (car celà me réduirait la surface de nage)[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Volet roulant immergé.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Éclairage bassin à leds.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Escalier intérieur.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Filtration à sable ou à verre.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Traitement au sel.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Régulation automatique.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Pompe à débit variable.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Liner armé 150/100e. Couleur: gris.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Tuyaux.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Skimmers: couleur: gris.[/size][/color]
  • [font=Arial, sans-serif][color=#000000][size=2][font=Arial, sans-serif]Local technique à environ 12 metres.[/size][/color]

[font=Arial, sans-serif]Je debute completement dans la piscine enterrée. J'ai parcouru le forum et ai quelles questions afin de partir dans la bonne direction:

[font=Arial, sans-serif]Quelle sont vos preconisations pour avoir un système de filtration cohérent ([color=#000000][size=2][font=Arial, sans-serif]équilibre en efficacité et consommation électrique):[/size][/color]
[font=Arial, sans-serif]- Nombre de skimmers: 1 ou 2?
[font=Arial, sans-serif]- Tuyaux en 50 ou 63?
[font=Arial, sans-serif]- Combien de buse de refoulement?
[font=Arial, sans-serif]- Puissance pompe/filtre.
[font=Arial, sans-serif]- Je compte partir sur un robot sur batterie. Quel est l'interet de la prise balai dans ce cas? Dois je quand meme en prévoir une?

Concernant la maconnerie:
Est-il préférable de la faire en béton banché ou coffrage polypropylène (type Magiline, SolidPool)?

En vous remerciant,

Sylvain

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
0
Messages : Env. 10
Dept : Bouches Du Rhone
Ancienneté : + de 4 ans
 
Env. 10 message
Ne vous prenez pas la tête pour la construction d'une piscine maçonnée...

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

C'est ici : http://www.forumpiscine.com/devis_piscine/0-44-devis_piscine_maconnee.php
 
Env. 10 message
Je re-ecris le message, celui-ci ayant été mal formaté et n'arrivant pas à la modifier.?

Bonjour à tous,

J'ai eu pendant 10 ans une piscine hors sol Intex (4m*2m).

Je souhaite désormais faire construire une piscine enterrée sur Aix en Provence:
- Dimensions intérieures: 5m*3m*1.50m (1.40m de profondeur d’eau).
- Volume: 21m3.
- Forme: rectangulaire.
- Fond plat.
- Pas de plage immergée (car celà me réduirait la surface de nage)
- Volet roulant immergé.
- Éclairage bassin à leds.
- Escalier intérieur.
- Filtration à sable ou à verre.
- Traitement au sel.
- Régulation automatique.
- Pompe à débit variable.
- Liner armé 150/100e. Couleur: gris.
- Tuyaux.
- Skimmers: couleur: gris.
- Local technique à environ 12 metres.

    


Je debute completement dans la piscine enterrée. J'ai parcouru le forum et ai quelles questions afin de partir dans la bonne direction:

Quelle sont vos preconisations pour avoir un système de filtration cohérent ([font=Arial, sans-serif]équilibre en efficacité et consommation électrique):
- Nombre de skimmers: 1 ou 2?
- Tuyaux en 50 ou 63?
- Combien de buse de refoulement?
- Puissance pompe/filtre.
- Je compte partir sur un robot sur batterie. Quel est l'interet de la prise balai dans ce cas? Dois je quand meme en prévoir une?

Concernant la maconnerie:
Est-il préférable de la faire en béton banché ou coffrage polypropylène (type Magiline, SolidPool)?

En vous remerciant,

Sylvain
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Dept : Bouches Du Rhone
Ancienneté : + de 4 ans

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