Fan Motors - Starting Torques
The motor must be capable of accelerating the fan wheel to it's operating speed.
It is important that a fan motor is capable to run the fan at the operating conditions - and in addition able to accelerate the fan wheel, drive and shaft to operating speed.
For a fan transporting a large volume of air at low static pressure the motor power required during continuous operating may not be enough to accelerate the fan and a correct designed and adjusted motor protection system may stop the fan before windings overheats and insulation is damaged.
Motor torque should be checked against fan wheel torque up to 90% of synchronized speed during design.
Motor Starting Torque
Motor starting torque for a belt driven fan can be calculated as
Im = 1.1 If (nf / nm )2(1)
where
Im = moment of inertia that the motor must be capable of turning at the motor shaft (lbm ft2, kg m2)
If = moment of inertia of the fan wheel (lbm ft2, kg m2)
nf = fan speed (rpm, min-1 )
nm = motor speed (rpm, min-1 )
For direct drive fan Im always exceeds If .
Backward Centrifugal Wheels and Moment of Inertia
Typical inertia of Class IV steel and aluminum backward inclined centrifugal wheels:
Fan Wheel Size (in) | Moment of Inertia (lb ft2) | |
---|---|---|
Steel Wheel | Aluminum Wheel | |
20 | 25 | 10 |
22 | 40 | 16 |
24 | 65 | 26 |
27 | 95 | 38 |
30 | 140 | 56 |
36 | 380 | 152 |
40 | 580 | 232 |
44 | 870 | 348 |
54 | 2030 | 812 |
60 | 3900 | 1560 |
66 | 5500 | 2200 |
Typical inertia of HVAC or process standard centrifugal fans with with steel backward wheels:
Fan Wheel Size (m) | Moment of Inertia (kg m2) |
---|---|
0.40 | 0.10 |
0.45 | 0.17 |
0.50 | 0.27 |
0.56 | 0.53 |
0.63 | 0.87 |
0.71 | 1.80 |
0.80 | 3.00 |
0.99 | 8.10 |
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