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Hitachi Yutaki S - Explications sur certains paramètres

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Env. 100 message Albi (81)
fanau46 a écrit:Bonjour 
Suite à l'installation d'une PAC Hitachi yutaki S 11kw a été réalisée dans une premier temps sans thermostat ATW-RU-07 (thermostat dit intelligent). Le thermostat n'était pas disponible à l'installation.
l'installation comprend un seule circuit (C1).
La PAC fonctionnait uniquement sur la loi d'eau et le programme hebdomadaire permettait seulement : mode éco, normal ou arrêt.
Depuis peu le thermostat est enfin arrivé. Il corrige bien la température de l'eau en fonction de la température demandée par le thermostat.
l'installateur a bien déclaré le thermostat, il apparait bien dans le menu.
Mais dans la programmation hebdomadaire au niveau de l'unité intérieure, il y a seulement mode éco ou normal pour le circuit C1. je n'ai pas d'affichage du thermostat pour une zone.
il n'y a pas le réglage par température (degrés) en fonction de la plage horaire dans la programmation du circuit C1.
Faut-il annuler la configuration pour configurer la PAC avec le thermostat?
Faire une réinitialisation usine pour configurer de cette façon:

1- Contrôleur d%u2019unité maître en tant que configuration d%u2019unité

2- Thermostat intelligent sans fil pour zone 1 (ATW-RTU-07) (récepteur   télécommande)

Merci


Bonsoir, j'ai la même configuration, effectivement je n'ai pas trouvé d'autre solution que de mettre la solution éco sur l'unité intérieure sur le C1...en ajustant le monde éco avec 6 degrés de moins pour température eau.. correspondant à 2 degrés air ( après informations intéressantes de Georges.).. pour finalement mettre sur arrêt PAC la nuit.( La température ne baissant pas trop la nuit)
Mais effectivement ces télécommandes radio ne permettent pas ajustement de la température air eco...!! (De mon expérience)
Si quelqu'un a des réponses ?
Messages : Env. 100
De : Albi (81)
Ancienneté : + de 3 ans
 
Env. 80 message Haute Savoie
Pesto1 a écrit:Par exemple, j'ai une Yutaki S avec du fluide frigo 410A. Donc sur le site je selectionne d'abord mon modèle, ensuite ça m'amène sur une liste de document: il s'agit du document "Manuel de maintenance Yutaki S R410A".
J'ai lu ce manuel ça explique exactement tout le comportement de la pac et des paramètres. J'ai enfin compris comment étaient declanchés les arrêt/marche de compresseur en fonction des valeurs précises de températures d'eau, ce qui permet d'ajuster les lois d'eau a son propre cas.

Salut Pesto1 as tu résolu ton problème de cycles courts car moi non. Hitachi sont vraiment nul. Je suis en procès avec mon installateur et hitachi par la même occasion. Ils savent que leurs pac ont un énorme problème à ce sujet mon expert l'a constaté. Il est en train de demander au juge le changement de la pac par un autre modèle et autre marque bien sur.
Messages : Env. 80
Dept : Haute Savoie
Ancienneté : + de 6 ans
 
Env. 10 message Lot
Bonjour
Comment avez vous fait pour charger les documentations techniques?
Malgré la création d'un compte, j'ai juste accès aux documentations commerciales.
Merci
Messages : Env. 10
Dept : Lot
Ancienneté : + de 2 ans
 
Env. 80 message Haute Savoie
zakodel a écrit:
Pesto1 a écrit:Par exemple, j'ai une Yutaki S avec du fluide frigo 410A. Donc sur le site je selectionne d'abord mon modèle, ensuite ça m'amène sur une liste de document: il s'agit du document "Manuel de maintenance Yutaki S R410A".
J'ai lu ce manuel ça explique exactement tout le comportement de la pac et des paramètres. J'ai enfin compris comment étaient declanchés les arrêt/marche de compresseur en fonction des valeurs précises de températures d'eau, ce qui permet d'ajuster les lois d'eau a son propre cas.

Salut Pesto1 as tu résolu ton problème de cycles courts car moi non. Hitachi sont vraiment nul. Je suis en procès avec mon installateur et hitachi par la même occasion. Ils savent que leurs pac ont un énorme problème à ce sujet mon expert l'a constaté. Il est en train de demander au juge le changement de la pac par un autre modèle et autre marque bien sur.
en tout cas j'ai tout essayé:ajout bouteille mélange plus grande 50L et c'est pire le cycle s'est un peu rallongé mais le temps d'arrêt à diminué 1 a 2 mn d'arrêt c'est une catastrophe. Branchement du circulateur secondaire à l'aspiration sur le retour plancher chauffant et rien de mieux.

L'ingénieur hitachi ne se mouillé pas et ne sait pas répondre à mes questions. Les paramètres temps marche et temps arrêt ne servent pas à grand chose et hitachi ne réponds pas quand on évoque ce problème et dit qu'il ne sait pas à quoi ils servent !!?? Le fabriquant hitachi sachez le il se range du côté de l'installateur même si il est en tort ne comptez pas sur eux pour vous aider. Je suis très déçu d'apprendre cela.

En conclusion cette pac est une aberration quand on y regarde de plus prêt et en detail.

Les ingénieurs qui ont mis au point le soft n'ont pas pensés à grand chose et peu de paramètres exploitables, histeresis de reanclanchement pac non modifiable 1° c'est pas normal pas étonnant qu'elle fasse des cycles courts même mon expert le dit, Ça pac à lui à un histeresis de reanclanchement pac qui peut être réglé jusqu'à 10°. Quel mauvais choix cette pac elle tourne, j'ai chaud chez moi mais la durée de vie de ma pac je crains le pire juste après la garantie. J'attends que le juge ordonné le remboursement afin que puisse changer cette pac. Malheureusement les procédures judiciaires sont très longues.
Messages : Env. 80
Dept : Haute Savoie
Ancienneté : + de 6 ans
 
Env. 10 message Lot
Bonsoir
Au sujet du réglage de la température (air) par programmation qui à ce jour semble impossible d'après l'installateur, j'ai écrit à Hitachi euroe pour tenter d'avoir une explication.
En espérant une réponse.
D'autant plus que la documentation livrée avec la PAC (en anglais seulement) indique bien que le réglage de la température air semble possible. Enfin c'est ce que je comprends.
Je possède la  yutaki S 2.0 avec écran tactile. On voit clairement que le contrôleur, il apparaît Room


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[/img]
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[/img]
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[/img]
Messages : Env. 10
Dept : Lot
Ancienneté : + de 2 ans
 
Env. 10 message Lot
Messages : Env. 10
Dept : Lot
Ancienneté : + de 2 ans
 
Env. 10 message Lot
Messages : Env. 10
Dept : Lot
Ancienneté : + de 2 ans
 
Env. 20 message Moselle
zakodel a écrit:
Pesto1 a écrit:Par exemple, j'ai une Yutaki S avec du fluide frigo 410A. Donc sur le site je selectionne d'abord mon modèle, ensuite ça m'amène sur une liste de document: il s'agit du document "Manuel de maintenance Yutaki S R410A".
J'ai lu ce manuel ça explique exactement tout le comportement de la pac et des paramètres. J'ai enfin compris comment étaient declanchés les arrêt/marche de compresseur en fonction des valeurs précises de températures d'eau, ce qui permet d'ajuster les lois d'eau a son propre cas.

Salut Pesto1 as tu résolu ton problème de cycles courts car moi non. Hitachi sont vraiment nul. Je suis en procès avec mon installateur et hitachi par la même occasion. Ils savent que leurs pac ont un énorme problème à ce sujet mon expert l'a constaté. Il est en train de demander au juge le changement de la pac par un autre modèle et autre marque bien sur.


Salut, petite mise à jour des infos car j’ai pu obtenir la venue d’un tech Hitachi fin Novembre 2021 pour mon problème. Un tech tres bien, qui avait été mis au parfum que je m’étais documenté et fais pas mal de relevé. Le gars était très calé sur ces PACs car gros volume de mise en service. Il a repris tout les réglages de A a Z, il a déplacé la sonde de température de l’unité extérieure car elle se situe a l’arrière, et quand elle est fixée en murale, un air froid stagne et fausse la mesure, entraînant des degivrages. A peine déplacée elle indiquait 2 degrés de plus.
Ayant deux zones de chauffage (plancher chauffant au rdc et radiateurs à l’étage), il a adapté les debits car le circulateur de la pac envoie a 2m3/h mais les circulateurs des zones etaient au mini. Donc l’entrée de la bouteille (piquage du haut) est aussitôt aspirée par le retour (piquage du bas) ce qui entraîne des cours cycle car l’eau revient aussi chaude a cause de ça.
Il a donc mis le circulateur de la pac 1.6m3/h et les les circulateurs de zones a fond. C’était deja mieux mais j’avais quand même des court cycles.
La fin je l’ai trouvé: la zone de l’etage (radiateurs) provoque lds court cycle car on arrive jamais a depasser la température de consigne + delta demande off (air). En effet, si j’ai un delta T demande off (air) au mini (1 degré), et que je fixe le thermostat a 20 degré, la zone ne va pas s’arrêter a 21 degres, mais a partir de 21.5 degré. Et le facteur de compensation fait baisser la température de la loi d’eau ce qui fait qu’on arrête jamais.
J’ai donc forcé la température mini de la loi d’eau a 35 degré de cette zone et bam, plus de court cycles. Terminé en tout cas depuis 1 mois. Ça a été radical dès l’instant où j’ai fait ça.
Je suis obligé de forcer une température plus grande sur cette zone car je pense que l’isolation du toit est un peu fatiguée. Moralité ça chauffe plus fort et je sors de l’hysterisis du thermostat.
Mais il y a un effet de bord: ma bouteille de decouplage etant de 30 litres, ben ça fait monter artificiellement la zone du rdc donc il fait assez chaud en bas (somme toute relative)
Je contrôle encore un peu et je pense que je vais devoir mettre un découplage plus costaud (100 ou 200l) pour avoir vraiment deux températures avec un ecart suffisant sans qu’elles ne s’altèrent l’une et l’autre.
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Dept : Moselle
Ancienneté : + de 5 ans
 
Env. 10 message Lot
Bonjour
mes relevés sur le fonctionnement du thermostat:
- réglages: facteur compensation chaud 2°c: (agit sur la température de l'eau, pour 1° +/- de l'air ambiant , eau +2°/-2°)
-  Delta T demande off chaud: 1°c (sur l'air ambiant)

T ambiance: 20,5      20,5     20,5       20,5     20,5      20,5     20,5      20,5      20,5       20,5
T consigne : 18,5       19       19,5       20        20,5      19,5     18,5      19,5      20          20,5
demande:    off         off        off         off        ON        ON       off         off         off         ON
                  écart=2°c                                   écart=0°           écart= 2°c                       écart=0°

En réalité, malgré un delta T (air) de 1°c la demande devient off avec un écart de 2°c: belle programmation du soft !!
La reprise de demande ON ne s'effectue que lorsque l'écart est égale à 0°c
La solution pour palier à ce "bug" semble :
pour avoir par exemple 21°c en air ambiant
- mettre 19°c de consigne et augmenter la température de l'eau pour obtenir 21°c malgré le réglage de l'eau pour 19°C

je n'ai toujours pas compris l'influence du mode éco sur le thermostat , si il y en a une, car je ne constate
aucun changement sur la température juste -0.5°c de 21h à 6h.
je suis preneur de toute information 
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Dept : Lot
Ancienneté : + de 2 ans
 
Env. 10 message Lot
Bonjour
Suite à la lecture des messages sur ce forum, concernant la PAC YUTAKI S, je tente d'expliquer ci dessous mon "problème"
Je possède une yutaki S 11kw sur un seul circuit de radiateurs.
le contrôleur d'unité est sur le module intérieur et il y a un thermostat atw-ru-07 (marque Hitachi)  sans fil à l'intérieur de la maison.
le thermostat agit bien sur la température de l'eau.
Pour réaliser un programmation hebdomadaire sur le contrôleur d'unité, il y a juste le choix pour les différentes plages horaires de ECO,CONFORT, ARRÊT.
Cette programmation n'influe donc que sur la température de l'eau. Le mode ECO n'apporte pas la possibilité de faire baisser la température de l'air ambiant la nuit ou seulement quelques 10ème de degrés
D'ailleurs je ne vois pas l'utilité de ce mode ECO.
Je souhaite donc faire un programmation en fonction des plages horaires par la température de l'air ambiant.
D'après la lecture de différentes documentations, pour obtenir une programmation par température ambiante, il faudrait:
1- soit déporter à l'intérieur le contrôleur d'unité et le déclarer en contrôleur + thermostat d'ambiance.

ou

2- soit acheter une autre contrôleur unité, pour thermostat intérieur, le déclarer en thermostat (et aussi en        contrôleur d'unité ???), laisser le premier contrôleur d'unité en contrôleur seul de l'unité intérieur.

ou

soit installer une sonde d'ambiance intérieur (sonde HITACHI) reliée au contrôleur d'unité (installé sur le module       intérieur, le déclarer en thermostat et contrôleur d'unité
    la sonde d'ambiance indiquant la température intérieur au contrôleur d'unité.

Dans ces cas il me semble que le thermostat ATW-RU 07 ne serait plus utile puisque j'ai une seule zone.
Je ne sais pas vraiment si ces configurations sont possibles, mais mon objectif est de réaliser une programmation horaire en fonction de la température ambiante.

Quelqu'un a t'il la(les) solution(s)?
Messages : Env. 10
Dept : Lot
Ancienneté : + de 2 ans
 
Env. 10 message Lot
Bonjour
Je fais suite à un problème de thermostat pour le fonctionnement de la pac avec le thermostat ATW-RU-07 (dit intelligent.)
ce thermostat sans fil ne permet pas de réglages de la température ambiante par programmation hebdomadaire. Le mode ECO ne règle pas une baisse de la température
Comme nous l'avons constaté, le mode ECO et ce thermostat ne permet pas de faire baisser la température.
Pour pallier à ce problème la solution est :
- installer le contrôleur d'unité à l'intérieur de la maison. Il faut le déclarer en tant que contrôleur d'unité et thermostat pour une zone
j'ai un seul circuit avec radiateurs.
Déplacer le contrôleur nécessite de tirer un câble entre l'unité intérieure et le contrôleur.
- faire une réinitialisation usine
- Suivre les instructions de mise en service suite à la réinitialisation:
----------------------------------------
Ce dispositif est-il associé à l'unité ?
NON
-
Ce dispositif contrôle t'il l'unité ?
OUI
-
Ce dispositif est-il utilisé comme télécommande d'une zone ?
OUI
De combien de circuits disposez-vous ?
1
....................................................
....................................................
------------------------------------------------------------

Cette configuration correspond à l'exemple 2 de la documentation (avec une seule zone pour mon installation)
Ainsi le menu Zone 1 apparaît et le programme hebdo se fait par la température de l'AIR.
Le thermostat sans fil (07) n'a plus lieu d'être utilisé, je l'ai enlevé.
Il faut bien sur positionner le contrôleur d'unité au bon endroit puisque c'est lui qui sert de thermostat.
Attention , je possède la dernière version de la YUTAKI S (avec écran tactile) mais je pense que le fonctionnement est identique avec les versions précédentes,
Seul l'affichage sur le contrôleur doit différer.
Il a fallu convaincre l'installateur de réaliser cette configuration, ce qui n'a pas été facile.

Depuis je peux réaliser une programmation hebdomadaire par la température de l'air.
Par contre le thermostat sur le contrôleur d'unité m'indique +2°c que la température réelle. Il est archi faux.
Je vais tenter de le faire changer sur la garantie.
Bien triste que le thermostat soit faux vu le prix de la PAC
Aussi pour 20°c ambiant je dois programmer 22°c , pour 18°c la nuit je programme 20°c, mais cela fonctionne bien.
Messages : Env. 10
Dept : Lot
Ancienneté : + de 2 ans
 
Env. 200 message Pam (54)
Je me posais également la question concernant l'anti legio,
J'avais réglé ma consigne ECS à 43 au début puis passé a 50 par crainte de la dites Légio ... nous sommes 4 et 43
était parfait pour éviter de surconsommer. Savez vous si l'anti legio est prévu pour abaisser la température de l ECS ou pour les absences et la non utilisation de l'ECS


Merci pour le pavé sur les réglages arrêts et la fréquence du compresseur c'est très instructif , mais encore obscure !


Enfin les limites de fonctionnement du circuit chauffage sont elle réglable par saison? En ventilo convecteur sous 38 degré la sensation est clairement désagréable
Messages : Env. 200
De : Pam (54)
Ancienneté : + de 11 ans
 
Env. 10 message Bouches Du Rhone
Bonjour à vous tous et merci d'avance pour vos réponses,

Remplacement d'une chaudière fuel par une une Pac Hitachi Yutaki S
Références RWM-5.0NE/RAS-5WHNPE/PC-ARFH1E

Cette PAC doit chauffer indépendamment dans une maison individuelle
- 1 appartement de 110m² avec plancher chauffant
- 1 appartement de 60m² au RDC avec radiateurs
ce que faisait la chaudière fuel.
L'installateur m'a proposé la PAC citée ci-dessus avec kit bi-zone pour gérer le chauffage des 2 appartements;
Deux anomalies identifiées, la première
- le chauffage des 2 appartements ne peut être dissocie, lorsque par le thermostat j'arrête le chauffage de l'appartement les radiateurs restent chauds et chauffent donc l'appartement (loi d'eau parait-il)
si la première n'est pas négligeable, la seconde est une catastrophe
- la consommation de la PAC est ~ 80Kw/jour .....!

Quelle(s) pourrai(en)t etre la(les) cause(s) ?

La PAC peut-elle avoir un défaut induisant cette surconsommation ?

Certains parlent d'un sous dimensionnement de l'installation par la PAC.

Bref, je suis paumé.

Merci à tous pour vos suggestions
Messages : Env. 10
Dept : Bouches Du Rhone
Ancienneté : + de 3 ans
 
Env. 200 message Pam (54)
Tu as bien la maison sur C1 et l appartement sur C2? Tu as une télécommande par zone? 
Messages : Env. 200
De : Pam (54)
Ancienneté : + de 11 ans
 
Env. 10 message Bouches Du Rhone
Bonjour,

Oui C1/C2 et une télécommande par zone
Messages : Env. 10
Dept : Bouches Du Rhone
Ancienneté : + de 3 ans
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