Haier Truhengerät Set AF25S2SD1FA + 1U25S2SM1FA - 2,5 kW
Produktnummer:
AF25S2SD1FA + 1U25S2SM1FA
Produktinformationen "Haier Truhengerät Set AF25S2SD1FA + 1U25S2SM1FA - 2,5 kW"
Wohnbereich Single Split Truhengerät
AF25S2SD1FA + 1U25S2SM1FA
![Haier Truhengerät Set AF25S2SD1FA + 1U25S2SM1FA - 2,5 kW](data:image/png;base64,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)
Highlights
- Niedriger Geräuschpegel
- Doppelter Luftstrom
- Kompaktes Design
- Schlaffunktion für mehr Nachtkomfort
- WLAN-Steuerung (optional) zur Fernsteuerung der Klimaanlage
Technische Daten
Innengerät | Modell | AF25S2SD1FA | AF35S2SD1FA | AF42S2SD1FA | |
Außengerät | Modell | 1U25S2SM1FA | 1U35S2SM1FA | 1U42S2SM1FA | |
Leistungsdaten | |||||
Ausgangsleistung - Kühlen | Nennwert (Min-Max) | kW | 2.5 (0.8 - 3.2) | 3.4 (1.0 - 4.0) | 4.2 (1.4 - 4.5) |
Ausgangsleistung - Heizen | Nennwert (Min-Max) | kW | 2.8 (0.8 - 3.8) | 3.5 (1.0 - 4.5) | 4.7 (1.4 - 5.0) |
Leistungsaufnahme - Kühlen | Nennwert (Min-Max) | kW | 0.65 (0.2 - 1.3) | 0.92 (0.3 - 1.5) | 1.30 (0.5 - 1.6) |
Leistungsaufnahme - Heizen | Nennwert (Min-Max) | kW | 0.95 (0.3 - 1.6) | 1.05 (0.5 - 1.6) | 1.50 (0.6 - 1.9) |
Energieklasse | EER | w / w | 3,80 | 3,60 | 3,23 |
COP | w / w | 3,23 | 3,46 | 3,13 | |
Kühlen Pdesign | 35°C | kW | 2,5 | 3,4 | 4,2 |
Heizen Pdesign | (-10°C) | kW | 2,4 | 2,9 | 3,5 |
Energieklasse | SEER | 8.0 (A++) | 7.5 (A++) | 7.0 (A++) | |
SCOP | 4.2 (A+) | 4.2 (A+) | 4.0 (A+) | ||
Jährlicher Energieverbrauch - Kühlen | kWh/a | 115 | 150 | 258 | |
Jährlicher Energieverbrauch - Heizen | kWh/a | 798 | 962 | 1244 | |
Innengerät | |||||
Spannungsversorgung | Ph/V/Hz | 1/220-240/50 | 1/220-240/50 | 1/220-240/50 | |
Luftvolumenstrom | max. | m³/h | 450/400/350/300/250 | 500/450/400/350/300 | 580/530/480/430/380 |
Entfeuchtung | l/h | 1,2 | 1,6 | 1,8 | |
Schallleistung - Kühlen | max. | dB | 52 | 55 | 58 |
Schallleistung - Heizen | max. | dB | 52 | 55 | 58 |
Schalldruck - Kühlen | dB(A) | 40/32/25/20 | 42/34/26/21 | 46/37/33/28 | |
Schalldruck - Heizen | dB(A) | 40/32/25/20 | 42/34/26/21 | 46/37/33/28 | |
Nettoabmessungen | BxTxH | mm | 700x210x600 | 700x210x600 | 700x210x600 |
Nettogewicht | kg | 16,5 | 16,5 | 16,5 | |
Außengerät | |||||
Spannungsversorgung | Ph/V/Hz | 1/220-240/50 | 1/220-240/50 | 1/220-240/50 | |
Schallleistung | max. | dB | 59 | 61 | 63 |
Schalldruck | max. | dB(A) | 47 | 48 | 50 |
Stromaufnahme | max. | A | 7,2 | 7,2 | 9,8 |
Nettoabmessungen | BxTxH | mm | 800x275x553 | 800x275x553 | 800x275x553 |
Nettogewicht | kg | 29 | 31,5 | 31,5 | |
Verdichter-Type | Inverter rotary | Inverter rotary | Inverter rotary | ||
Verdichtermarke | Panasonic | Hitachi | Hitachi | ||
Hydraulikdaten | |||||
Kältemittel | R32 | R32 | R32 | ||
Flüssigkeitsleitung | Ø | mm | 6,35 | 6,35 | 6,35 |
Sauggasleitung | Ø | mm | 9,52 | 9,52 | 9,52 |
Standardrohrlänge ohne zus. Kältemittelfüllung | m | 7 | 7 | 7 | |
Maximale Rohrlänge | m | 15 | 15 | 15 | |
Max. Höhendifferenz IG/AG | m | 10 | 10 | 10 | |
Kältemittelfüllung in der Fabrik | kg | 0,65 | 0,94 | 0,94 | |
CO2 Äquivalent | tCO2 EQ | 0,44 | 0,63 | 0,63 | |
Nachfüllmenge Kältemittel | g/m | 20 | 20 | 20 | |
Betriebsgrenzen - Kühlen | min-max | °C | 21-35°C (in) / -10-43°C (out) | 21-35°C (in) / -10-43°C (out) | 21-35°C (in) / -10-43°C (out) |
Betriebsgrenzen - Heizen | min-max | °C | 10-27°C (in) / -15-24°C (out) | 10-27°C (in) / -15-24°C (out) | 10-27°C (in) / -15-24°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.
Anmelden