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Grundfos 96402768 UPS 40-80/2 F B Circulator Pump
Item Number: 96402768
Manufacturer Name: Grundfos Pumps Corporation
Manufacturer Part No: UPS40802FB
* Whole number only
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Brochure & SpecificationsUPS 40-80/2 F BThe 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.
- Bronze 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 40-80/2 F B |
Product No. |
96402768 |
EAN |
5700390680749 |
Technical
Speed Number |
3 |
Head max |
26.25 ft |
Approvals on nameplate |
CUL |
Model |
C |
Materials
Pump housing |
Bronze |
|
DIN W.-Nr. 2.1176.01 |
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 40/43 |
Pressure stage |
145 psi |
Port-to-port length |
13 1/2 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 |
0.59 HP |
Power input in speed 2 |
450 W |
Max. power input |
480 W |
Main frequency |
60 Hz |
Rated voltage |
1 x 230 V |
Current in speed 1 |
2.18 A |
Current in speed 2 |
2.2 A |
Current in speed 3 |
2.24 A |
Cos phi in speed 1 |
0.87 |
Cos phi in speed 2 |
0.89 |
Cos phi |
0.94 |
Capacitor size - run |
10 µF/400 V |
Number of poles |
2 |
Enclosure class (IEC 34-5) |
X4D |
Insulation class (IEC 85) |
F |
Built-in motor protection |
CONTACT |
Thermal protec |
internal |
R a |
11.0 - 14.4 ohm |
R s1 |
3.95 - 5.2 ohm |
R s2 |
8.55 - 11.2 ohm |
Controls
Relay |
with relay |
Pos term box |
1.30H |
Others
Net weight |
44.3 lb |
Gross weight |
50.3 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
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Product Reviews
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