Spécifications Daikin FBA71A9
- Trés faible niveaux sonore
- Systeme Inverter
- Classe NRJ A / A
- Dimentions compactes
- Telecommande filaire incluse
Puissances nominal : Chauffage : 7500 Watt Climatisation: 6800 Watt
Puissance absorbée: Chaud / Froid : 2.33 - 2.13 Kw
Superficie max recommandé: 75 M²
Flexibilité d’installation
• Dimensions compactes
• Solution ideale pour les magasins et restaurants
• Dimentios compactes , montage aisé dans un faux plafond etroit
![Les solutions pompes a chaleurs daikin Les solutions pompes a chaleurs daikin](https://www.climboutique.com/img/cms/La-solution-pompe-a-chaleur.jpg)
Performances Gainable Siesta:
Retrouvez ci dessous l'ensemble des performances de votre climatiseur Gainable Daikin Siesta , comme le coeficient de performance ou encore le EER .
![Performances gainable Daikin siesta Performances gainable Daikin siesta](https://www.climboutique.com/img/cms/Performance-gainable-Daikin.jpg)
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Dans le cadre de l'installation de votre Gainable Daikin nous vous proposons 2 options :
Option1:
- Vous preinstaller votre machine avec toute l'assistance que nous vous fourniront grace a nos techniciens en ligne et par téléphone , une fois la machine preinstallé nous donnons missions a notre station technique a proximité de votre lieu d' habitation pour la mise en service .
Les raccordements au unités intérieur et extérieur sont inclus dans la prestation ceux ci seront confectionné par notre station technique le jour j .
- Ainsi vous pourrez realisé de conséquentes economies tout en préservant vos garanties constructeur et les capacité de votre appareil, pour cette options n'oublié pas de choisir les options nessaicaire comme les tuyeau frigorifique ets... ses option se trouve juste en dessous du prix en haut de la fiche .
Retrouver les details des differentes mise en service possible dans l'onglet installation en gris, en haut de cette fiche juste en dessous du prix et des options.
Option2:
- Nous nous occupons de toute la partie installation et mise en service ,vous pourrez choisir dans les options le forfait pose concernant votre installation.
Nos forfait poses:
En savoir plus sur nos forfait pose
L'installation de votre climatiseur en toute sérénité avec climboutique retrouver les details de la pose de votre climatiseur dans l'onglet installation et mise en service en haut de page en dessous du prix et des options .
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Composition du pack de base
(Le prix de base indiqué inclus uniquement le groupe extérieur
+ l'unité intérieur )
- Un Groupe extérieur Daikin ARXM71R
- Une unité intérieur gainable Daikin FBA71A9
- 1 Telecommande ARCWB
- 1 Numéro de téléphone assistance au montage illimité
- ( numéro de téléphone non surtaxé)
Composition du kit d'installation
- 2 Liaison frigorifique .
- 1 tuyeau d'evacuation des condensats
- 1 Cable d'interconnexion
- 1 Numéro de téléphone assistance au montage illimité
( numéro de téléphone non surtaxé)
Quelques details sur les options:
Si vous choisissez le forfait pose la mise en service est incluse , si en revanche vous préférez preistaller votre gainable vous meme il faudra choisir la mise en service .
Le forfait pose regulation gainable concerne :
- La pose et la mise en place des volet motorisé .
- Le branchement des moteurs et thermostats .
- La fixation des thermostat filaire ou radio frequence .
- L'equilibrage de l'aeraulique.
- Les test de soufflage et de fonctionnement .
Composition du kit Aeraulique
Kit Manuel ou Motorisé :
- Gaines isolées 160 et ou 200 mm
- Colliers rislans pour gaines
- Raccord FF 160 mm
- Bouche de diffusion rectangulaire X 3 + Plenum
- Grille de reprise avec plenum
- Raccords FF
- Kit gripple pour la fixation de l'unité intérieur
- Scotch aluminium
- Volets dumpers manuel ou motorisé
- Moteurs pour volets dumper
- Bypass delestage de pression
- Raccord FF 160 et ou 200 mm
- Reductions
- Bouches de diffusion rectangulaire + Plenums
- Colliers rislans pour gaines
Un point précis sera fait avec vous par téléphone afin de personalisé votre kit aeraulique mais également de vérifié ensemble que la machine que vous avez choisi correspond bien a vos besoins , se point précisera avec exactitude les de données essentiels comme :
- Le nombre exacte de piéces ainsi que leurs superficies et hauteurs sous plafonds.
- L'isolation , l'exposition et l'année de construction de votre habitation .
- Les distances entre la future unité intérieur gainable et l'ensemble des piéces.
- La distance entre l'unité intérieur et le groupe extérieur .
Un plan ou un croquis des piéces a climatisé vous sera également demander pour optimisé et personalisé votre kit aeraulique .
![Kit aeraulique pour gainable toute marque Kit aeraulique pour gainable toute marque](data:image/jpeg;base64,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)
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Installation & Mise en service
Toute l'expertise de nos technicien frigoriste lors du chois de votre matériel mais également lors du montage de celui ci , en effet sachez que vous bénéficier automatiquement d'une assistance technique lors de l'installation de votre climatiseur et ce de jusqu'a la fin de votre montage si nécessaire .
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Votre installation de climatisation.
Vous ne vous preocupper de rien climboutique prend en charge l'entiére organisation de l'installation de votre matériel dans les moindres détails avec la garantie d'un depannage de proximité dans les 24 h grace a notre reseaux national de frigoristes agrées .
Ce qui est Inclus dans le Forfait pose de base:
- Prévisite de chantier
- Installation des unitées intérieur (mural , console , gainable)
- Installation du groupe extérieur maxi 2.5 métres de hauteur
- Installation de l'unité intérieur maxi 2.50 métres
- Percements de murs epais et terrasse
- Tirage de l'alimentation electrique a moins de 5 métres.
( normé NFC15100 )
- Raccordement interconnexions.
- Passage des liaisons frigorifiques .
- Installation de pompes de relevages .
- Mise en place des evacuations.
- Rebouchache percements .
- Explications et formation sur le matériel .
- Assistance téléphonique incluse de 24 mois (numéro non surtaxé)
- Garantie sur l'installation 2 Ans MO & Deplacements
- Garanties 3 Ans piéces et 5 Ans compresseur (selon constructeur)
- La mise en service.
Mise en service (incluse)
- Mise sous pression d'azote a 42 Bars .
- Controle d'étancheité .
- Recherche de fuites active .
- Tirage au vide de l'installation .
- Complément de Gaz inclus a hauteur de 500 Grammes
- Essais Mise en route de l'appareillage .
- Relevé de fonctionnement .
- Explications et formation sur le matériel .
- Assistance téléphonique incluse de 24 mois (numéro non surtaxé).
Garanties et assistance
- Explications et formation sur le matériel .
- Assistance téléphonique incluse de 24 mois (numéro non surtaxé)
- Garantie sur l'installation 2 Ans MO & Deplacements.
- Garanties 3 Ans piéces et 5 Ans compresseur (selon constructeur)
Ce qui n'est pas inclus :
- La founiture d'une ou de plusieurs pompe de relevage.*
- La réalisation de saignée pour encastrer les liaisons .*
- L'installation d'un groupe extérieur a plus de 2.50 M.*
- L'installation d'un groupe extérieur sur un toit .*
- La location de matériel de levage ou de manutention
pour l'installation des machines . *
- Les percements spécifiques de mur epais ou planchers .*
- Le demontage d'un matériel existant & son recyclage.*
- La fourniture le montage et le paramétrage de la regulation (Gainables)*
- Tout les accessoires d'installation et autre kit aeraulique .*
- Fourniture d'un de plusieurs module wifi. *
- L'installation et le paramétrage d'un ou de plusieurs modules wifi .*
- La fourniture de tout matériel complémentaire quand a la compatibilité
d'un ou de plusieurs modules wifi .*
- Toute extensions de garanties. *
* Une partie des prestations non incluse dans le forfait de base peuvent etre
acheter sur notre site en complément du forfait pose .
* L'autre partie des prestations pourront faire l'objet d'un devis complémentaire
realisé par notre station technique régional ou notre partenaire installateur .
Alors comment procéder ?
- Vous nous contactez nous parlons de votre projet .
- Nous selectionons ensemble la machine adequate selons vos besoins .
- Vous nous faite un etat des piéces a climatisé , superfie , hauteur sous plafond
via notre formulaire ou par E-mail (essentiellement pour les gainables)
- Une fois le formulaire remplis nous revenons vers vous avec la liste exacte
de l'ensemble des accessoires aeraulique dont vous aurez besoins pour
votre climatiseurs gainable + les différents modéles de machines .
- Vous acheté l'ensemble en ligne de facon totalement securisé .
- Nous procedons a l'expédition et a la livraisons de l'ensemble du matériel .
- Nous organisons la pose ou la mise en service de votre climatiseur .
Ce qu'il faudra impérativement prendre :
Il est impératif dans le cadre de l'installation d'un climatiseur gainable de commander les accessoires aeraulique , c'est a dire l'ensembles des éléments raccordé a votre unité intérieur comme les gaines , dumper , raccords , volets ets...ses accessoires sont le coeur du systeme et devront etre pris trés au serieux dans leurs constitution.
Il seront realisé sur mesure par nos services en fonctions des informations que vous nous aurez fourni, il ne pourra en aucun cas etre vendu des kit pret a poser sois disant complet , cela est absolument impossible chaque installation gainable et quazi unique et chaque reseaux aeraulique est totalement differents .
ATTENTION UNE CLIM GAINABLE RECLAME DE LA TECHNIQUE ET DU SAVOIR FAIRE NE VOUS LAISSEZ PAS LEURRER EN ACHETANT DES KIT AERAULIQUE PRET A POSER !!!!!
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Votre mise en service de climatisation.
Vous preinstaller votre machine avec toute l'assistance que nous vous fourniront grace a nos techniciens Techniciens en ligne et par téléphone , une fois la machine preinstallé nous donnons missions a notre station technique a proximité de votre lieu d' habitation pour la mise en service celle-ci .
La mise en service est effectué uniquement par des stations technique agrée possédant l'attestation de capacité a la manipulation des fluides frigorigénes l'ensemble du territoire francais est couvert hors dom tom .
Mise en service Niveau 1 : Suite a votre commande delais de 2 a 5 jours.
Opérations effectués :
- Raccordement frigorifique et electrique des unité (dudgeonnages) .
- Cablage alimentation et interconnexions .
- Test des evacuations de condensats .
- Mise sous pression d'azote a 40 Bars .
- Appoint de charge éventuel dans la limite de 500 Grammes.
- Controles et relevé .
- Explication de fonctionnement de la machine .
- Garantie de 1 Ans MO & Déplacements incluse toute pannes (exclusivité internet).
- Materiel installé garantie constructeur préservée.
Mise en service Niveau 2 : Suite a votre commande delais de 2 a 5 jours.
Les prestations sont exactement les meme que pour la mise en service sauf que le contrat d'entretien est inclus pour l'année suivante et que la garantie mains d'oeuvre et deplacement sont toujours valable tant que le contrat d'entretien n'est pas denoncé .
- Prestation de mise en service compléte (Niveau1).
- Contrat d'entretien inclus pour l'année suivante.
- Garantie MO et deplacement 1ans incluse toutes pannes .
Dans le cadre de la mise en service :
L'ensemble du matériel doit etre deja posé :
- Tout les percements doivent avoir été effectué .
- L'ensemble de la tuyeauterie frigorifique en place et a
proximité des raccords unités intérieur et extérieur +10 cm
- L'alimentation electrique tiré avec un protection adequate .
- Les interconnexions electrique a proximité des machines .
- Les unités intérieur et extérieur posé sur leurs supports
et avec une bonne accécibilité .
- Les tuyeauteries intérieur extérieur protéger de toute entré d'air
ou autres salissures pouvant obstrué celle ci .
Cas de mises en services impossible :
- Tuyeauteries plié .
- Evacuation des condensats non conforme.
- Longeurs de tuyeauterie constructeur préconisé non respectés .
- Vannes groupes extérieur ouvertes .
- Vannes unités intérieur ouvertes .
- Alimentation electrique non conforme .
- Absence de terre ou terre non reglementaire.
- Installation unités intérieur et extérieur non conforme .
- Absence de tuyeauterie ou installation non achevé .
La mise en service climboutique c'est :
- Votre matériel garantie 3 Ans piéces et 5 Ans compresseur
- Une garantie mains d'oeuvre & deplacement de 1 Ans incluse
- La garantie mains d'oeuvre et deplacement perpétuel tant que le contrat d'entretien n'est pas denoncé .
- Procédure 100% Légal sans risque d'amende
- La garantie d'un fonctionnement optimal et durable .
Dans le cadre de la garantie piéces de votre matériel les constructeurs demande une mise en service effectué par un professionel qualifié et en possesion de toute les certifications et aptitudes de la profession .
Obligation de Mise en service de toute climatisation contenant du fluide frigorigène par une personne Habilitée (Attestation de capacité)
Arrêté du 29 février 2016 relatif à certains fluides frigorigènes et aux gaz à effet de serre fluorés :
Particuliers: Pour pouvoir acheter ce produit vous pouvez :
- Acheter la mise en service avec votre matériel, ou nous retourner par voie postale ou
par mail le contrat d'assemblage et la mise en service de votre équipement
en cliquant
ICI.
Professionnels frigoristes : Merci de nous faire parvenir votre attestation de capacité à la manipulation des fluides frigorigènes à réception du mail de confirmation de commande.
( La validité des attestations de capacité peut être contrôlée par tout un chacun
ICI )
SANS CES ÉLÉMENTS AUCUNE MARCHANDISE NE SERA LIVRÉE