Hitachi Yutaki M RASM-4NE Αντλία Θερμότητας Monoblock (3Φ)
Οι Monobloc Αντλίες Θερμότητας Hitachi Yutaki M RASM-4NE αέρος/νερού Αll DC Inverter, μπορούν να τροφοδοτήσουν ενδοδαπέδια εγκατάσταση, μονάδες Fan Coil και σώματα πάνελ χαμηλών θερμοκρασιών. Είναι κατάλληλες για ψύξη/θέρμανση και ΖΝΧ. Διαθέτουν ενσωματωμένο υδραυλικό πακέτο (θερμοκρασία νερού έως 60°C).
Μια αποδοτική λύση συμπαγών διαστάσεων, κατά την οποία μια μονάδα είναι εγκατεστημένη εξωτερικά, χωρίς να καταλαμβάνει χώρο στο εσωτερικό της οικίας. Μπορεί να χρησιμοποιηθεί παράλληλα με την υπάρχουσα λύση θέρμανσης και είναι κατάλληλη και για ανακαινίσεις.
Πλεονεκτήματα:
• Υψηλός βαθμός απόδοσης 5 COP
• Θέρμανση με εξωτερική θερμοκρασία έως -25°C
• Παραγωγή ζεστού νερού χρήσης καθώς και δυνατότητα συνδυασμού με ηλιακούς συλλέκτες
• Θέρμανση πισίνας
• Συνδυασμός με το υφιστάμενο σύστημα θέρμανσης (λέβητας πετρελαίου)
• Χαμηλό κόστος λειτουργίας, προσφέρει μεγάλη εξοικονόμηση ενέργειας, συγκρινόμενη με παραδοσιακά συστήματα θέρμανσης
• Χαμηλό κόστος συντήρησης
Λοιπά Χαρακτηριστικά:
• Ονομαστική Ικανότητα (kW) (Ελάχιστη – Μέγιστη)*: Ψ: 10,4 (4,9-15,0) Θ: 11,0 (4,3-15,2)
• Ηλεκτρική Παροχή (Φ/V/Hz): 3Φ/400V/50Hz
Cascade Controller
Το νέο Σύστημα Παραλληλισμού της Hitachi, Cascade Controller, μπορεί να συντονίζει τη λειτουργία διάφορων Αντλιών Θερμότητας Yutaki που βρίσκονται σε αλληλουχία. Κάθε αντλία θερμότητας Yutaki λειτουργεί σαν ξεχωριστή μονάδα για να καλύψει ένα συγκεκριμένο επίπεδο θερμικής/ψυκτικής απαίτησης του συστήματος.
Eφαρμογή Hitachi Hi-Kumo
Τώρα μπορείτε να ρυθμίσετε τη θερμοκρασία από οπουδήποτε! Όταν γυρνάτε από ένα ταξίδι ή τη δουλειά σίγουρα θέλετε να έχετε μια ευχάριστη θερμοκρασία στο σπίτι. Αυτό είναι εύκολο μέσω της εφαρμογής Hitachi HI-KUMO, η οποία σας δίνει τη δυνατότητα να ελέγχετε τη λειτουργία των Yutaki από παντού. Χρειάζεστε μόνο ένα Yutaki HI-BOX σετ για να συνδέσετε την εφαρμογή με το σύστημα θέρμανσης και κλιματισμού σας.
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)
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Η ικανότητα αναφέρεται στις παρακάτω συνθήκες:
• Είσοδος / Έξοδος ζεστού νερού: 30°C/35°C (Θέρμανση), 23°C/18°C (Ψύξη)
• 7°C (DB)/6°C (WB) (Θέρμανση), 35°C (DB) (Ψύξη)