|
Grundfos 96402755 UPS 40-40 F B Circulator Pump
Item Number: 96402755
Manufacturer Name: Grundfos Pumps Corporation
Manufacturer Part No: UPS4040FB
* Whole number only
|
|
Brochure & SpecificaitonsUPS 40-40 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.
|
|
The motor is a 3-phase motor.
![performance-curve](data:image/png;base64,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)
Product name |
UPS 40-40 F B |
Product No. |
96402755 |
EAN |
5700390680220 |
Price |
|
Technical
Speed Number |
3 |
Head max |
13.12 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 |
0.1341 HP |
Power input in speed 2 |
120 W |
Max. power input |
186 W |
Main frequency |
60 Hz |
Rated voltage |
3 x 208-230 V |
Current in speed 1 |
0.36 A |
Current in speed 2 |
0.42 A |
Current in speed 3 |
0.83 A |
Cos phi in speed 1 |
0.7 |
Cos phi in speed 2 |
0.72 |
Cos phi |
0.56 |
Enclosure class (IEC 34-5) |
X4D |
Insulation class (IEC 85) |
F |
Built-in motor protection |
CONTACT |
Thermal protec |
external |
Winding resistance |
118.0 - 154.0 ohm |
Controls
Relay |
without relay |
Pos term box |
1.30H |
Others
Net weight |
43.7 lb |
Gross weight |
49.6 lb |
Shipping volume |
2.08 ft³ |
Sales region |
Namreg |
|
Flange Set Includes: 2 each - Flanges, Gaskets; 4 each - 7/16"x1-1/2" Bolts w. Nuts
| | |
Product Reviews
|
|
|