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Arrêt/Démarrage de ma PAC fréquent

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Env. 90 message Yvelines
Bonjour,
j'ai emménagé dans une maison équipé d'une PAC Atlantic Alfea Extensa DUO. J'ai eu quelques soucis de vanne 3 voies réparée mais maintenant je trouve que le module exterieur s'arrête et démarre très souvent.

Je dirai qu'il démarre toutes les 15 minutes pour ne fonctionner que quelques minutes.
Un cycle se passe comme ça au niveau des états de la PAC:

Avant Actif pendant 1 minute, puis
Compresseur 1 activé, pendant 2 ou 3 minutes,
Durée de fonctionnement minimale active, environ 3 minutes,
Libéré, vaporisateur prêt, 1 à 2 minutes,
Temps d'arrêt évaporation min actif, toujours 7 minutes,

ensuite on repart en Avant Actif etc...

un cycle complet fait entre 15 et 20 minutes. Donc cela fait un démarrage du compresseur toutes les 15 minutes, cela me parait énorme.
Je vois bien la température de départ faire des vagues (sur une courbe) elle augmente, passer la consigne et redescend en quelques minutes et ainsi de suite.

Est ce un comportement normal ?
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Env. 2000 message Ales (30)
Ne vous prenez pas la tête pour une installation de pompe à chaleur...

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

C'est ici : https://www.forumconstruire.com/construire/devis-0-36-devis_pompes_a_chaleur.php
 
Env. 200 message Reunion
Bonjour
Non pour une vraie pac, oui pour une Atlantic. Biggrin
Plus sérieusement elle doit manquer de volume d'eau ou de débit!
L'inconvénient du choix d'atlantic de ne pas avoir de contrôleur de débit c'est le compresseur qui trinque....
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Membre utile Env. 2000 message Ales (30)
Bonjour,
Apparemment Atlantic a l’air des donner des boutons à Capnawak !
Sur les PAC Atlantic c’est un échangeur coaxial donc le contrôleur de débit est inutile.

Quatre démarrages/heure n’est pas considéré comme un phénomène de court cycle.
Ce qui ne va pas ce sont les 2 ou 3 minutes de fonctionnement néfaste à la lubrification du compresseur et au rendement thermique.

Un manque de volume d’eau sur un PC, c’est effectivement possible mais très rare quand même avec une inverter sauf s’il y a un surdimensionnement important de la PAC/aux déperditions.

Pour répondre plus précisément, il faudrait connaître :
- La puissance de la PAC / aux déperditions de la maison aux T°C douces. 
- La Surface ou le volume chauffé.
- La T°C extérieure à laquelle se produit ce phénomène.
- Ce phénomène se produit il aussi par T°C extérieure basse?

Sans connaître le volume total d'eau dans le circuit, Il est certain que l’ajout d’un BT sur le départ gommerait le problème si la cause est un surdimensionnement de la PAC /au volume  d'eau  et aux déperditions!

Avez vous un enregistrement graphique du phénomène?
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Messages : Env. 2000
De : Ales (30)
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Env. 90 message Yvelines
bécamel a écrit:Bonjour,
Apparemment Atlantic a l’air des donner des boutons à Capnawak !
Sur les PAC Atlantic c’est un échangeur coaxial donc le contrôleur de débit est inutile.

Quatre démarrages/heure n’est pas considéré comme un phénomène de court cycle.
Ce qui ne va pas ce sont les 2 ou 3 minutes de fonctionnement néfaste à la lubrification du compresseur et au rendement thermique.

Un manque de volume d’eau sur un PC, c’est effectivement possible mais très rare quand même avec une inverter sauf s’il y a un surdimensionnement important de la PAC/aux déperditions.

Pour répondre plus précisément, il faudrait connaître :
- La puissance de la PAC / aux déperditions de la maison aux T°C douces. 
- La Surface ou le volume chauffé.
- La T°C extérieure à laquelle se produit ce phénomène.
- Ce phénomène se produit il aussi par T°C extérieure basse?

Sans connaître le volume total d'eau dans le circuit, Il est certain que l’ajout d’un BT sur le départ gommerait le problème si la cause est un surdimensionnement de la PAC /au volume  d'eau  et aux déperditions!

Avez vous un enregistrement graphique du phénomène?

Merci pour vos réponses.
je vais essayer d'apporter des infos, même si je ne comprend pas tout
La PAC fait 8kw pour une surface de 104m² de plein pied.
J'ai toujours vu ce phénomène, peu importe la température, mais ça reste à confirmer car il ne fait pas froid en ce moment.
Ce matin, les cycles sont plus long, le compresseur tourne en moyenne 10min (à 16%), c'est mieux
J'ai un graphe de la journée d'hier mais difficile à lire pour vous car pas dynamique:

Le violet correspond au "Compresseur 1 activé", la période la plus longue à 7:00 PM c'est moi qui faisait un test en auaugmentant la température de consigne
Le orange correspond à "Temps d'arrêt évaporation min actif"

EDIT:
qu'est ce qu'un "BT"?
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Env. 200 message Reunion
bécamel
Bonjour
L'échangeur coaxial a tellement pas besoin de contrôleur de débit que Atlantic en met sur l'excellia AI HP.
Renseignez vous avant de raconter des bêtises, ou de passer pour un fanboy.



Quelque soit l'échangeur pour que la puissance passe il faut du débit !!!


Donc oui sur un coaxial on peut avoir des courts cycles si le débit est insuffisant.

J’y suis pour rien si cette marque fait tout et son contraire :
- coxial pas de controleur de débit sauf sur l’HP.
-Ballon thermodynamique inverter split inutiles il y a quelques années soit disant c’était mieux le tout ou rien. Puis le remplaçant fut inverter et l’argumentation a fait un virage à 360•c
Ils ont aucunes crédibilités .... ils vendraient des cafetières ça serait pareil. Du coup j’avoue la mentalité de la marque me fait pas rêver

Sans parler de la politique d’option ou tout est sur connectique et non sur bornier pour faire payer le client
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Membre utile Env. 2000 message Ales (30)
stban1983 a écrit:EDIT:
qu'est ce qu'un "BT"?

BT = ballon tampon (une réserve d'eau qui permet d'allonger un cycle)
8kW pour 104 m2 même avec une duo cela ressemble à priori à un surdimensionnement.
Normalement pendant la production d'eau chaude l'on devrait voir une durée de fonctionnement assez conséquente?
Je ne vois pas sur votre graphe (il est vrai peu lisible  )
Pour faire plaisir à capnawak.
Quel est le delta T sortie PAC-entrée PAC
Voilà ce que devrait donner un enregistrement sur une PAC sur PC dimensionnée correctement avec un deltaT autour de 4°C, une T°C extérieure autour de 10°C-12°C.
http://www.itow.fr/itow/index.php?r=histoGraphSondes&b=v[...]p;a=20&u=1362422421
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Messages : Env. 2000
De : Ales (30)
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Env. 90 message Yvelines
Je me suis trompé sur la puissance, c'est une 6kW. 
Oui pour la production d'ECS pas de soucis, c'est juste que j'ai commencé le graphe à 9h et du coup on ne voit pas la phase de production d'eau chaude.
Pour les températures d'entrée et sortie PAC, je ne suis pas sur du paramètre à regarder, si vous les connaissez je veux bien
Depuis hier, les températures sont bien descendues, du coup la PAC fonctionne depuis 22h hier! Du coup je peux dire que le phénomène arrive quand il fait doux dehors.
Pour le BT, sur le site Atlantic il est noté:

"Les modèles ALFEA ont un volume tampon de 16L intégré, [color=#3c3c3c][size=2]de plus, l'ALFEA possède la technologie Inverter, faisant varier le régime du compresseur et par conséquent la puissance de la machine."[/size][/color]

Vos graphes sont top, comment faites vous pour estimer le COP ?

Merci de prendre du temps pour mon "potentiel" soucis!
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stban1983 a écrit:Je me suis trompé sur la puissance, c'est une 6kW. 

Donc il n'y a pas surdimensionnement.
stban1983 a écrit:Oui pour la production d'ECS pas de soucis, c'est juste que j'ai commencé le graphe à 9h et du coup on ne voit pas la phase de production d'eau chaude.

??Je vois un enregistrement de 9H du matin jusqu'au lendemain 11H donc pas de production d'ECS sur les 26 heures d'enregistrement??
Quelle est la durée environ d'un cycle ECS?
stban1983 a écrit:Pour les températures d'entrée et sortie PAC, je ne suis pas sur du paramètre à regarder, si vous les connaissez je veux bien

Quelle régulation avez vous?
Celle-ci?


stban1983 a écrit:Depuis hier, les températures sont bien descendues, du coup la PAC fonctionne depuis 22h hier! Du coup je peux dire que le phénomène arrive quand il fait doux dehors.

c'est normal car la demande est plus importante; les court-cycles se rencontre  toujours par T°C douce , la PAC passe en mode TOR (tout ou rien) car elle atteint le seuil mini de l'inverter.
stban1983 a écrit:Vos graphes sont top, comment faites vous pour estimer le COP ?

Ce ne sont pas mes graphes, moyennant un abonnement dérisoire  et une centaine d'€ de matériel vous pouvez obtenir ce résultat.
Le COP n'est pas mesuré mais basé sur les certifications à +7°C donc plus ou moins juste suivant la configuration de l'installation.
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Env. 90 message Yvelines
Le graphe était de 9h à 23h, hors des temps de chauffe pour l'ECS. Quand la PAC chauffe l'ECS, le compresseur est bien tout le temps à fond
Pour la régulation, je suis uniquement en loi d'eau.

Je remets le graphe pour aujourd'hui, sur 24h:



Je le trouve intéressant car on voit bien que quand il faut froid le compresseur tourne tout le temps et dés que cela se réchauffe on repart sur des cycles courts (3 à 4 minutes).

Autre courbe peut être révélative de quelque chose, la température de départ et de retour.
désolé il n'y a pas d'échelle, ça oscille entre 23,3°C et 24,1°C pour le départ. L'écart entre les 22,9 à 22,3 pour le retour. On voit bien chaque que chaque sime des vagues correspond à un démarrage de la PAC. Dommage qu'elle ne se base pas sur la température de retour, bien plus stable!

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[/img]
Messages : Env. 90
Dept : Yvelines
Ancienneté : + de 8 ans
 
Membre utile Env. 2000 message Ales (30)
Toutes les PAC TOR sont sur le retour
Deuxième courbe non lisible: un petit effort SVP
Picto recompense Membre utile
Messages : Env. 2000
De : Ales (30)
Ancienneté : + de 7 ans
 
Env. 90 message Yvelines
Oula oui désolé un problème dans l'insertion de cette image!
et je ne peux pas éditer...

Messages : Env. 90
Dept : Yvelines
Ancienneté : + de 8 ans
 
Membre utile Env. 2000 message Ales (30)
Avez vous un enregistrement par T°C extérieure "froide" pour voir comment se comporte la T°C retour / à la T°C départ?
Sur cette courbe, c'est 2 à 3 minutes entre chaque vague?
Avec un delta T faible, cela ne peut être un problème de débit.
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Capnawak a écrit:
Renseignez vous avant de raconter  des bêtises, ou de passer pour un fanboy.




bonjour quelle salle Manie de cette constante  arrogance 
ce sont souvent des petits détails qui font la différence entre du bon et du mauvais travail
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Bonsoir,
plaquisteheureux a écrit:
Capnawak a écrit:Renseignez vous avant de raconter  des bêtises, ou de passer pour un fanboy.

bonjour quelle salle Manie de cette constante  arrogance 

Certes il y a une façon plus élégante de contester une affirmation, mais comme je suis loin d'être un fanboy et ne raconte pas des bêtises en affirmant qu'un coaxial génère moins de pertes de charge et donc que le débitmètre devient moins impératif, je ne me suis pas senti concerné  même si Atlantic sort un modèle avec débitmètre et coaxial, ce qui est une bonne chose en soi.
Restons plutôt sur le sujet qui préoccupe notre ami, d'ailleurs il semblerait que son problème ne soit pas un manque de débit vu le faible deltaT qu'il a.

Un exemple d'une Atlantic 6 kW par T°C extérieure basse (entre 2 et 4°C) avec un BT en série sur le départ.
Les trois décrochages représentent des dégivrages, un deltaT qui oscille entre 2 et 4°C environ. 
T°C confort 21.5°C
T°C réduit 21°C
Pente Loi d'eau 0.54
Translation -2.5°C
Influence de la T°C ambiante sur la loi d'eau 60%
Delta T fonctionnement circulateur 0.5°C

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Bonjour, je suis ce sujet car je suis un peu dans le même cas que Stban1983.

J'aimerai savoir comment vous faites pour obtenir ce genre de graphes qui permet de bien voir le fonctionnement de la pac ?
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Nono56bzh a écrit:Bonjour, je suis ce sujet car je suis un peu dans le même cas que Stban1983.

J'aimerai savoir comment vous faites pour obtenir ce genre de graphes qui permet de bien voir le fonctionnement de la pac ?

Ici:
Plus de 100 PAC suivies en temps réel:
http://www.itow.fr/itow/index.php?u=1378218943
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