pwcwatt
Industrial
- Jul 18, 2005
- 5
To all interested parties:
I am running into some strange readings on power factor correction with a single phase motor. Here is the process in a nutshell:
I have an electric meter, a power strip, 200 feet of line, and a motor arranged in that order. With my Fluke I took the following readings:
At the motor -
Volts - 116.84
Amps - 4.11
kW - .15
kVA - .48
kVAR - .46
Power Factor - .313
At the meter -
Volts - 118.84
kW - .18
kVA- .48
kVAR - .45
Power Factor - .375
So far so good. It appears that there is .03kW (30 watts) of loss in the line. This computes to about 1.8 Ohms of resistance which fits fairly well with known data.
Then I hook up a capacitor at the motor and take all the readings again.
At the motor -
Volts - 117.34
Amps - 1.47
kW - .10
kVA - .18
kVAR - .14
Power Factor - .556
At the meter -
Volts - 119.24
Amps - 1.48
kW - .10
kVA - .18
kVAR - .15
Power Factor - .556
So I went from .18kW before correction at the meter to .10kW after correction at the meter. Yet this seems to be impossible. It appears that the wattage drop of 30 watts (line loss before correction) would be the maximum that could be saved, yet I am saving more like 80. It gets stranger. If I time the meter the savings comes out to be more like 20% instead of the 40% that the Fluke shows which is totally baffling.
By the way I hove done this test with 2 motors at the end of the line and the results are virtually identical.
Please help.
Thanks
I am running into some strange readings on power factor correction with a single phase motor. Here is the process in a nutshell:
I have an electric meter, a power strip, 200 feet of line, and a motor arranged in that order. With my Fluke I took the following readings:
At the motor -
Volts - 116.84
Amps - 4.11
kW - .15
kVA - .48
kVAR - .46
Power Factor - .313
At the meter -
Volts - 118.84
kW - .18
kVA- .48
kVAR - .45
Power Factor - .375
So far so good. It appears that there is .03kW (30 watts) of loss in the line. This computes to about 1.8 Ohms of resistance which fits fairly well with known data.
Then I hook up a capacitor at the motor and take all the readings again.
At the motor -
Volts - 117.34
Amps - 1.47
kW - .10
kVA - .18
kVAR - .14
Power Factor - .556
At the meter -
Volts - 119.24
Amps - 1.48
kW - .10
kVA - .18
kVAR - .15
Power Factor - .556
So I went from .18kW before correction at the meter to .10kW after correction at the meter. Yet this seems to be impossible. It appears that the wattage drop of 30 watts (line loss before correction) would be the maximum that could be saved, yet I am saving more like 80. It gets stranger. If I time the meter the savings comes out to be more like 20% instead of the 40% that the Fluke shows which is totally baffling.
By the way I hove done this test with 2 motors at the end of the line and the results are virtually identical.
Please help.
Thanks