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Grundfos 96402920 UPS 80-160 F Circulator Pump
Item Number: 96402920
Manufacturer Name: Grundfos Pumps Corporation
Manufacturer Part No: UPS80160F
* Whole number only
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Brochure & Specifications The 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 3-phase motor.
Product name |
UPS 80-160 F |
Product No. |
96402920 |
EAN |
5700390685973 |
Technical
Speed Number |
3 |
Maximum head |
52.5 ft |
Approvals |
CCSAUS |
Model |
C |
Materials
Pump housing |
Cast iron |
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EN 1561 EN-GJL-250 |
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ASTM 35 B - 40 B |
Impeller |
Stainless steel |
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EN 1.4301 |
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AISI 304 |
Installation
Range of ambient temperature |
32 .. 104 °F |
Maximum operating pressure |
145.04 psi |
Type of connection |
DIN |
Pipe connection |
GF 80 |
Pressure rating for connection |
PN 10 |
Port-to-port length |
19 in |
Connect code |
F |
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 |
2.0115 HP |
Power input in speed 2 |
1550 W |
Max. power input |
2050 W |
Main frequency |
60 Hz |
Rated voltage |
3 x 208-230 V |
Current in speed 1 |
4.05 A |
Current in speed 2 |
4.2 A |
Current in speed 3 |
6.35 A |
Cos phi in speed 1 |
0.93 |
Cos phi in speed 2 |
0.93 |
Cos phi |
0.81 |
Enclosure class (IEC 34-5) |
X4D |
Insulation class (IEC 85) |
H |
Built-in motor protection |
CONTACT |
Thermal protec |
external |
Winding resistance |
7.8 - 10.2 ohm |
Others
Terminal box position |
1.30H o´clock |
Net weight |
85.8 lb |
Gross weight |
99 lb |
Shipping volume |
3.46 ft³ |
Country of origin |
RS |
Custom tariff no. |
8413.70.2015 |
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)
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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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