Haier NEBULA NORDIC Set AS50S2SN1FA-NRC + 1U50S2SQ1FA-NR - 5,2 kW
Produktnummer:
AS50S2SN1FA-NRC + 1U50S2SQ1FA-NR
Produktinformationen "Haier NEBULA NORDIC Set AS50S2SN1FA-NRC + 1U50S2SQ1FA-NR - 5,2 kW"
Wohnbereich Single Split NEBULA NORDIC
AS50S2SN1FA-NRC + 1U50S2SQ1FA-NR
![Haier NEBULA NORDIC Set AS50S2SN1FA-NRC + 1U50S2SQ1FA-NR - 5,2 kW](data:image/png;base64,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)
Highlights
- Selbstreinigung
- WLAN Steuerung (hOn App)
- 30°C Heizen
- Gefrier-Vermeidungs-Technologie
- 3D-Luftstrom: kontinuierliche Bewegung von horizontalen und vertikalen Luftleitlamellen
- -10°C Kühlen
- Kompressorheizung
Technische Daten
Innengerät | Modell | AS25S2SN1FA-NRC | AS35S2SN1FA-NRC | AS50S2SN1FA-NRC | |
Außengerät | Modell | 1U25S2SQ1FA-NR | 1U35S2SQ1FA-NR | 1U50S2SQ1FA-NR | |
Leistungsdaten | |||||
Ausgangsleistung - Kühlen | Nennwert (Min-Max) | kW | 2.6 (0.8 - 3.9) | 3.5 (1.0 - 4.5) | 5.2 (1.4 - 7.0) |
Ausgangsleistung - Heizen | Nennwert (Min-Max) | kW | 3.6 (0.8 - 6.3) | 4.5 (1.0 - 6.6) | 6.0 (1.5 - 8.0) |
Leistungsaufnahme - Kühlen | Nennwert (Min-Max) | kW | 0.60 (0.2 - 1.3) | 0.97 (0.3 - 1.4) | 1.44 (0.5 - 2.3) |
Leistungsaufnahme - Heizen | Nennwert (Min-Max) | kW | 0.84 (0.4 - 2.2) | 1.18 (0.4 - 2.4) | 1.58 (0.6 - 3.0) |
Energieklasse | EER | w / w | 4,3 | 3,6 | 3,6 |
COP | w / w | 4,3 | 3,8 | 3,8 | |
Kühlen Pdesign | 35°C | kW | 2.6 | 3,5 | 5,2 |
Heizen Pdesign | (-10°C) | kW | 3,6 | 4,0 | 5,2 |
Energieklasse | SEER | 8.5 (A+++) | 7.8 (A++) | 7.4 (A++) | |
SCOP | 4.6 (A++) | 4.6 (A++) | 4.6 (A++) | ||
Jährlicher Energieverbrauch - Kühlen | kWh/a | 107 | 157 | 246 | |
Jährlicher Energieverbrauch - Heizen | kWh/a | 1095 | 1217 | 1582 | |
Innengerät | |||||
Spannungsversorgung | Ph/V/Hz | 1/220-240/50 | 1/220-240/50 | 1/220-240/50 | |
Luftvolumenstrom | max. | m³/h | 650 | 700 | 900 |
Entfeuchtung | l/h | 1,2 | 1,6 | 2,0 | |
Schallleistung - Kühlen | max. | dB | 54 | 56 | 57 |
Schallleistung - Heizen | max. | dB | 55 | 57 | 58 |
Schalldruck - Kühlen | dB(A) | 35/30/25/20 | 38/33/29/22 | 41/37/33/28 | |
Schalldruck - Heizen | dB(A) | 36/31/26/20 | 39/34/30/23 | 42/38/34/29 | |
Nettoabmessungen | BxTxH | mm | 900x210x310 | 900x210x310 | 997x230x322 |
Nettogewicht | kg | 11,5 | 11,5 | 13,0 | |
Außengerät | |||||
Spannungsversorgung | Ph/V/Hz | 1/220-240/50 | 1/220-240/50 | 1/220-240/50 | |
Schallleistung | max. | dB | 59 | 61 | 65 |
Schalldruck | max. | dB(A) | 47 | 48 | 53 |
Stromaufnahme | max. | A | 10,6 | 10,8 | 13,0 |
Nettoabmessungen | BxTxH | mm | 820x338x614 | 820x338x614 | 890x353x697 |
Nettogewicht | kg | 38,5 | 38,5 | 45,5 | |
Verdichter-Type | Inverter rotary | ||||
Verdichtermarke | Highly | Mitsubishi | |||
Hydraulikdaten | |||||
Kältemittel | R32 | R32 | R32 | ||
Flüssigkeitsleitung | Ø | mm | 6,35 | 6,35 | 6,35 |
Sauggasleitung | Ø | mm | 9,52 | 9,52 | 12,7 |
Standardrohrlänge ohne zus. Kältemittelfüllung | m | 7 | 7 | 7 | |
Maximale Rohrlänge | m | 20 | 20 | 25 | |
Max. Höhendifferenz IG/AG | m | 10 | 10 | 15 | |
Kältemittelfüllung in der Fabrik | kg | 1,0 | 1,0 | 1,2 | |
CO2 Äquivalent | tCO2 EQ | 0,68 | 0,68 | 0,81 | |
Nachfüllmenge Kältemittel | g/m | 20 | 20 | 20 | |
Betriebsgrenzen - Kühlen | min-max | °C | 21-35°C (in) / -15-43°C (out) | ||
Betriebsgrenzen - Heizen | min-max | °C | 10-27°C (in) / -30-24°C (out) |
Wichtiger Hinweis:
Bitte beachten Sie, dass sie durch den Kauf bestätigen, dass Sie die "VERORDNUNG (EU) Nr. 517/2014 DES EUROPÄISCHEN PARLAMENTS UND DES RATES vom 16. April 2014 über fluorierte Treibhausgase und zur Aufhebung der Verordnung (EG) Nr. 842/2006" beachten und nur ein entsprechend zertifiziertes Unternehmen die Installation vornehmen darf.
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