tomad
Electrical
- Aug 11, 2006
- 31
We were involved in an analysis of replacing "normal" efficiency motors by "high" efficiency motors. During the process one issue appeared. Below is a typical example.
One of the motors in question had following data:
(per NEC 2005 - Table 430.250 - typical motors)
Output power: 20 HP ( 14.92 kW)
Voltage: 230V (LL)(Y connection)
Current: 54A
3 phases.
That leads to an input power of 21.5 kVA.
Based on these values, the product of efficiency * power factor = 14.92/21.5 = 0.694
Catalogs indicate for typical "normal" efficiency motors a value of 0.88, which would lead to a power factor of 0.694/0.88 = 0.788.
For typical/average "high" efficiency motors values are 0.92 (effi) and 0.892 (power factor), i.e. a product of 0.82.
If using high efficiency motors, for the same output ( 20 HP = 14.92 kW), the input power would be 18.18 kVA.
That, in turn, would lead to a lower current of 45.6 A, which is basically about 84.5% of the value indicated in NEC. These values have been labeled as "average/typical".
If determining power consumptions, a difference of 15% is significant.
What values would be the most correct one to be used and why ?
One of the motors in question had following data:
(per NEC 2005 - Table 430.250 - typical motors)
Output power: 20 HP ( 14.92 kW)
Voltage: 230V (LL)(Y connection)
Current: 54A
3 phases.
That leads to an input power of 21.5 kVA.
Based on these values, the product of efficiency * power factor = 14.92/21.5 = 0.694
Catalogs indicate for typical "normal" efficiency motors a value of 0.88, which would lead to a power factor of 0.694/0.88 = 0.788.
For typical/average "high" efficiency motors values are 0.92 (effi) and 0.892 (power factor), i.e. a product of 0.82.
If using high efficiency motors, for the same output ( 20 HP = 14.92 kW), the input power would be 18.18 kVA.
That, in turn, would lead to a lower current of 45.6 A, which is basically about 84.5% of the value indicated in NEC. These values have been labeled as "average/typical".
If determining power consumptions, a difference of 15% is significant.
What values would be the most correct one to be used and why ?