|
Grundfos 96402784 UPS 40-160 F Circulator Pump
Item Number: 96402784
Manufacturer Name: Grundfos Pumps Corporation
Manufacturer Part No: UPS40160F
* Whole number only
|
|
Brochure & Specifications UPS 40-160 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.
|
|
The motor is a 3-phase motor.
![performance-curve](data:image/png;base64,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)
Product name |
UPS 40-160 F |
Product No. |
96402784 |
EAN |
5700390681289 |
Technical
Speed Number |
3 |
Head max |
52.5 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 40/43 |
Pressure stage |
145 psi |
Port-to-port length |
11 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 |
0.6705 HP |
Power input in speed 2 |
570 W |
Max. power input |
800 W |
Main frequency |
60 Hz |
Rated voltage |
3 x 208-230 V |
Current in speed 1 |
1.55 A |
Current in speed 2 |
1.75 A |
Current in speed 3 |
2.5 A |
Cos phi in speed 1 |
0.81 |
Cos phi in speed 2 |
0.82 |
Cos phi |
0.8 |
Enclosure class (IEC 34-5) |
X4D |
Insulation class (IEC 85) |
H |
Built-in motor protection |
CONTACT |
Thermal protec |
external |
Winding resistance |
22.8 - 30.0 ohm |
Controls
Relay |
without relay |
Pos term box |
1.30H |
Others
Net weight |
45.4 lb |
Gross weight |
55.3 lb |
Shipping volume |
3.46 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
| | |
Product Reviews
|
|
|