MyCleveland
Senior Member
- Location
- Cleveland, Ohio
Assume this method is more accurate ?
Max VD at MOTOR of 10%...acceptable target value ?
Max VD at Service Equipment (for a given motor start) value ?
imo theirs is wrong
should be 618.55/5454.46 x 100 = 11.34%
should not add the motor lr kva to the fault kva in the numerator
Faults are fed by all sources, both utility and motor contribution.
true
but this not a fault calculation
this is a voltage drop calc due to motor inrush
the xfmr can't supply more than it's sc fault current
the motor contributes nothing, it is a load in this case
my calc uses xfmr internal Z plus conductor Z x starting current to give V at the motor terminals
very simple, like any v drop calc
matches the op formula if the motor inrush is not added to xfmr sc
Anyone.....?
before this slips off the page.
The answer to the light flicker question is outlined in IEEE 241 [Gray Book]. Visible flicker is seen with as little as 0.5% voltage change. Light output for say fluorescent lighting is directly proportional to the applied voltage.
"Acceptable voltage flicker magnitude depends on the frequency of occurrence.... At 10 dips per hour, people begin to detect incandescent lamp flicker for voltage dips larger than 1% and begin to object when the magnitude exceeds 3%.... A typical motor may draw 5 kVA/hp and a transformer impedance may be 6%. The equation below estimates flicker while starting a 15 hp motor on a 150 kVA transformer: 15 hp * (5 kVA/hp) * (6%/150kVA) = 3% flicker"
It goes on to say if you are on the boarder of 10 dips at this 3% flicker you can better review via locked rotor currents. Of course you have the conductor length to consider as we have outline also.
Max VD for a motor is typically limited by the relays or contactors - subject to the CEBMA (or now ITI) curve. This value is as much as 35%, but target 30%.
Max VD for a service depends. If there is a UPS or otherwise on the service...
I think it could be something like this one:
Electrical Fault Level Calculations Using MVA Method by Lee Wai Meng
http://www.jmpangseah.com/wp-content/uploads/2003/01/chapter-5.pdf
using that method assuming no initial load and values from op's link
Sxfmr = 0.300 mva, pu Z 5.5%, Ssc = 5.4545 mva
Smtr = 6 x 124 x 480 x sqrt3 = 0.6185 mva
% load = (0.6185 x 5.4545) / (0.6185 + 5.4545) = 0.5555
( (Smtr x Ssc)/(Smtr+Ssc) )
pu v at mtr = 5.4545/(0.5555 + 5.4545) = 0.9077 or 9.23%
( Ssc/(% load + Ssc) )
the op uses Smtr/(Smtr + Ssc) = 0.6185/(0.6185+5.454)x100=10.18%
it's very simple imo
xfmr isc = 6561 A so Z = 480/6561 = 0.0732 Ohm
vdrop thur xfmr = 6 x 124 x 0.0732 = 54.5 v or 11.34% at terminals
I think it's late but here's a link to an old article that deals with estimating a voltage dip when you have a large motor connected to a utility.
link