Wohnbereich Single Split FLEXIS PLUS
AS35S2SF1FA-MB3 + 1U35S2SM1FA-2
![Haier FLEXIS PLUS Set (Schwarz) AS35S2SF1FA-MB3 + 1U35S2SM1FA - 3,5 kW](data:image/png;base64,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)
Highlights
- UVC-Sterilisation
- 56°C-Steri-Clean
- Self-Hygiene: selbstdesinfizierend
- Niedriger Geräuschpegel
- Dualer-Bewegungssensor
- WLAN-Steuerung mit neuer hOn-App zur Fernsteuerung der Klimaanlage
- 3D-Luftstrom: kontinuierliche Bewegung von horizontalen und vertikalen Luftleitlamellen
- Einfache Installation
Technische Daten
Innengerät Schwarz |
Modell SCHWARZ |
AS25S2SF1FA-MB3 |
AS35S2SF1FA-MB3 |
AS50S2SF1FA-MB3 |
AS71S2SF1FA-MB3 |
Innengerät Weiss |
Modell WEISS |
AS25S2SF1FA-MW3 |
AS35S2SF1FA-MW3 |
AS50S2SF1FA-MW3 |
AS71S2SF1FA-MW3 |
Außengerät |
Modell |
1U25S2SM1FA-2 |
1U35S2SM1FA-2 |
1U50S2SJ2FA-2 |
1U71S2ST1FA |
Leistungsdaten |
Ausgangsleistung - Kühlen |
Nennwert (Min-Max) |
kW |
2.6 (0.8 - 3.2) |
3.5 (1.0 - 4.0) |
5.2 (1.4 - 6.0) |
7.0 (2.2 - 7.5) |
Ausgangsleistung - Heizen |
Nennwert (Min-Max) |
kW |
3.2 (0.8 - 4.2) |
4.2 (1.0 - 5.2) |
6.0 (1.4 - 6.9) |
8.0 (2.4 - 8.5) |
Leistungsabgabe - Heizen -7°C |
Nennwert (Min-Max) |
kW |
2,12 |
2,47 |
4,07 |
4,95 |
Leistungsaufnahme - Kühlen |
Nennwert (Min-Max) |
kW |
0.65 (0.2 - 1.5) |
0.88 (0.3 - 1.5) |
1.4 (0.5 - 2.0) |
2.17 (0.7 - 2.5) |
Leistungsaufnahme - Heizen |
Nennwert (Min-Max) |
kW |
0.8 (0.3 - 1.6) |
1.1 (0.5 - 1.6) |
1.5 (0.52 - 2.35) |
2.16 (0.7 - 2.9) |
Energieklasse |
EER |
w / w |
4,0 |
4,0 |
3,7 |
3,2 |
COP |
w / w |
4,0 |
3,8 |
4,0 |
3,7 |
Kühlen Pdesign |
35°C |
kW |
2,6 |
3,5 |
5,2 |
7,0 |
Heizen Pdesign |
(-10°C) |
kW |
2,4 |
2,8 |
4,6 |
5,6 |
Energieklasse |
SEER |
|
8.5 (A+++) |
8.5 (A+++) |
7.2 (A++) |
7.1 (A++) |
SCOP |
|
4.6 (A++) |
4.6 (A++) |
4.6 (A++) |
4.0 (A+) |
Jährlicher Energieverbrauch - Kühlen |
kWh/a |
107 |
144 |
253 |
345 |
Jährlicher Energieverbrauch - Heizen |
kWh/a |
731 |
854 |
1401 |
1959 |
Innengerät |
Spannungsversorgung |
|
Ph/V/Hz |
1/220-240/50 |
1/220-240/50 |
1/220-240/50 |
1/220-240/50 |
Luftvolumenstrom |
max. |
m³/h |
600 |
650 |
900 |
1100 |
Entfeuchtung |
|
l/h |
1,2 |
1,6 |
2,0 |
2,8 |
Schallleistung - Kühlen |
max. |
dB |
53 |
55 |
57 |
60 |
Schallleistung - Heizen |
max. |
dB |
53 |
55 |
57 |
60 |
Schalldruck - Kühlen |
|
dB(A) |
38/32/25/16 |
39/33/26/17 |
45/41/37/28 |
47/43/37/33 |
Schalldruck - Heizen |
|
dB(A) |
38/32/25/19 |
39/33/26/20 |
45/41/37/28 |
47/43/37/33 |
Nettoabmessungen |
BxTxH |
mm |
856x197x300 |
856x197x300 |
999x225x323 |
1115x235x343 |
Nettogewicht |
|
kg |
9,5 |
9,5 |
12 |
15,2 |
Außengerät |
Spannungsversorgung |
|
Ph/V/Hz |
1/220-240/50 |
1/220-240/50 |
1/220-240/50 |
1/220-240/50 |
Schallleistung |
max. |
dB |
59 |
61 |
63 |
70 |
Schalldruck |
max. |
dB(A) |
47 |
48 |
51 |
57 |
Stromaufnahme |
max. |
A |
7,2 |
7,2 |
10,9 |
13,0 |
Nettoabmessungen |
BxTxH |
mm |
800x275x553 |
800x275x553 |
820x338x614 |
890x353x697 |
Nettogewicht |
|
kg |
29 |
31,5 |
37,8 |
45 |
Verdichter-Type |
|
|
Inverter rotary |
Inverter twin rotary |
Verdichtermarke |
|
|
Panasonic |
Highly |
Mitsubishi |
Hydraulikdaten |
Kältemittel |
|
|
R32 |
R32 |
R32 |
R32 |
Flüssigkeitsleitung |
Ø |
mm |
6,35 |
6,35 |
6,35 |
9,52 |
Sauggasleitung |
Ø |
mm |
9,52 |
9,52 |
12,7 |
15,88 |
Standardrohrlänge ohne zus. Kältemittelfüllung |
m |
7 |
7 |
7 |
7 |
Maximale Rohrlänge |
|
m |
20 |
20 |
25 |
50 |
Max. Höhendifferenz IG/AG |
|
m |
10 |
10 |
15 |
30 |
Kältemittelfüllung in der Fabrik |
|
kg |
0,65 |
0,94 |
0,95 |
1,30 |
CO2 Äquivalent |
|
tCO2 EQ |
0,44 |
0,63 |
0,64 |
0,88 |
Nachfüllmenge Kältemittel |
|
g/m |
20 |
20 |
20 |
45 |
Betriebsgrenzen - Kühlen |
min-max |
°C |
21-35°C (in) / -10-43°C (out) |
Betriebsgrenzen - Heizen |
min-max |
°C |
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.