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Grundfos 96402709 UPS 32-80 F Circulator Pump
Item Number: 96402709
Manufacturer Name: Grundfos Pumps Corporation
Manufacturer Part No: UPS3280F
* Whole number only
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Brochure & Specification Sheets UPS 32-80 FThe pump is of the canned rotor type, i.e. pump and motor form an integral unit without shaft seal and with only two gaskets for sealing. The bearings are lubricatd by the pumped liquid.
In order to avoid problems in connection with disposal, great importance has been attached to using as few different materials as possible. The pump is characterized by:
- 3 speed motor.
- Ceramic radial bearings.
- Carbon axial bearing.
- Stainless steel rotor can, bearing plate and rotor cladding.
- Aluminium alloy stator housing.
- Cast iron pump housing.
- Stator with built-in thermal switch.
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The motor is a 1-phase motor.
![performance-curve](data:image/png;base64,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)
Product name |
UPS 32-80 F |
Product No. |
96402709 |
EAN |
5700390678425 |
Technical
Speed Number |
3 |
Head max |
26.25 ft |
Approvals on nameplate |
CUL |
Model |
C |
Materials
Pump housing |
Cast iron |
|
EN-JL1040 |
|
ASTM 35 B - 40 B |
Impeller |
Stainless steel |
|
DIN W.-Nr. 1.4301 |
|
AISI 304 |
Installation
Range of ambient temperature |
32 .. 104 °F |
Maximum operating pressure |
145.04 psi |
Flange standard |
USA Oval |
Type of connection |
F |
Pipe connection |
GF 15/26 |
Pressure stage |
145 psi |
Port-to-port length |
11 in |
Liquid
Pumped liquid |
Water |
Liquid temperature range |
14 .. 248 °F |
Selected liquid temperature |
140 °F |
Density |
61.35 lb/ft³ |
Electrical data
Power input in speed 1 |
0.3352 HP |
Power input in speed 2 |
260 W |
Max. power input |
280 W |
Main frequency |
60 Hz |
Rated voltage |
1 x 230 V |
Current in speed 1 |
1.26 A |
Current in speed 2 |
1.26 A |
Current in speed 3 |
1.34 A |
Cos phi in speed 1 |
0.87 |
Cos phi in speed 2 |
0.9 |
Cos phi |
0.92 |
Capacitor size - run |
8 µF/400 V |
Enclosure class (IEC 34-5) |
X4D |
Insulation class (IEC 85) |
F |
Built-in motor protection |
CONTACT |
Thermal protec |
internal |
R a |
19.4 - 25.5 ohm |
R s1 |
5.45 - 7.1 ohm |
R s2 |
12.6 - 16.4 ohm |
Controls
Relay |
with relay |
Pos term box |
1.30H |
Others
Net weight |
35.9 lb |
Gross weight |
43.4 lb |
Shipping volume |
2.08 ft³ |
Sales region |
Namreg |
Country of origin |
RS |
Custom tariff no. |
8413.70.2005 |
|
Flange Set Includes: 2 each - Flanges, Gaskets; 4 each - 7/16"x1-1/2" Bolts w. Nuts
|
Flange Set Includes: 2 each - Flanges, Gaskets; 4 each - 7/16"x1-1/2" Bolts w. Nuts
|
Flange Set Includes: 2 each - Flanges, Gaskets; 4 each - 7/16"x1-1/2" Bolts w. Nuts
|
Flange Set Includes: 2 each - Flanges, Gaskets; 4 each - 7/16"x1-1/2" Bolts w. Nuts
| | |
Product Reviews
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