BigInch
Petroleum
- Jun 21, 2006
- 15,161
Yes, I've drifted into water deeper than usual.
VFDs are said to have an efficiency of apx. 95%, so
with a 100 brake HP pump, I should therefore add power. For a 100 HP (74.5 kW) rated 94% eff motor, I need 79.3 kW) input power to the motor and I apparently need 83.4 kW supplied to the VFD.
First, is the VFD efficiency factor of 0.95 used to account for the chopped up current delivered from the VFD to the motor instead of the usual AC sine waves?
After reading for a couple of days now, I am still confused as to if poor power factors of some VFDs affect power consumption costs. I think I understand that power factor from VFD to pump is close to unity, so they must be talking about power factor of the supply to the VFD. If this is true, does this result in extra power costs? How much extra? Does the poorer power factor vary with produced frequency, or is it constant and does it occur only during some events or is it constant through time (given a constant speed at the pump)?
VFD heat loss.
A VFD manual says that it loses 2310 W of heat. Its controlling the same 100 HP 480 V motor above. (Only 0.6% of rated motor power?). Is this heat loss constant, or only at full rated motor speed? It would seem like VFD eff should be less at reduced frequencies and reduced motor speeds. If so, what function describes the VFD efficiency vs the output frequency (as a function of % of full rated motor speed?).
Harmonics.
Apparently harmonics affect the power factor and the power bill too. True? How much power is lost by harmonics? If a filter is added to reduce harmonics, is power consumed by the filter (how much?) and is the harmonic power loss correspondingly reduced or do both power losses add together?
Is the typical 95% VFD efficiency accounting for poorer power factor and harmonic losses, or is it only considering the loss by chopping up the sine wave and these others are additional?
Much Thanks as always.
"What gets us into trouble is not what we don't know, its what we know for sure" - Mark Twain
VFDs are said to have an efficiency of apx. 95%, so
with a 100 brake HP pump, I should therefore add power. For a 100 HP (74.5 kW) rated 94% eff motor, I need 79.3 kW) input power to the motor and I apparently need 83.4 kW supplied to the VFD.
First, is the VFD efficiency factor of 0.95 used to account for the chopped up current delivered from the VFD to the motor instead of the usual AC sine waves?
After reading for a couple of days now, I am still confused as to if poor power factors of some VFDs affect power consumption costs. I think I understand that power factor from VFD to pump is close to unity, so they must be talking about power factor of the supply to the VFD. If this is true, does this result in extra power costs? How much extra? Does the poorer power factor vary with produced frequency, or is it constant and does it occur only during some events or is it constant through time (given a constant speed at the pump)?
VFD heat loss.
A VFD manual says that it loses 2310 W of heat. Its controlling the same 100 HP 480 V motor above. (Only 0.6% of rated motor power?). Is this heat loss constant, or only at full rated motor speed? It would seem like VFD eff should be less at reduced frequencies and reduced motor speeds. If so, what function describes the VFD efficiency vs the output frequency (as a function of % of full rated motor speed?).
Harmonics.
Apparently harmonics affect the power factor and the power bill too. True? How much power is lost by harmonics? If a filter is added to reduce harmonics, is power consumed by the filter (how much?) and is the harmonic power loss correspondingly reduced or do both power losses add together?
Is the typical 95% VFD efficiency accounting for poorer power factor and harmonic losses, or is it only considering the loss by chopping up the sine wave and these others are additional?
Much Thanks as always.
"What gets us into trouble is not what we don't know, its what we know for sure" - Mark Twain