Re: Fire Pump Conductor & Conduit Sizing Question?
iwire,
For the approximate fourth time within this post, I am asking once again. Can you show all the code references & formulas with how you come up with your interpretation of the code? Your rhetoric means nothing to me, unless they are backed up by the above-referenced facts.
TNT
You can only hope to attain the knowledge of Don and Iwire in your life time. I wish I knew on half of what they can quote for the NEC.
The NEC is not an engineering manual. It is a set of rules established over time to provide a safe electrical installation. You will not find a statement that LRA and motor starting current are the same thing. You obtain the information thru education and association with other talented individuals such as those on this forum.
You have entered 285 amps but the post said 267 amps. I am going to use the 285 figure.
Voltage Drop - Vd=1.73KxLxI/Cm or Vd=1.73(12.9)x420'x285A/300,000 = 8.9 Volts Dropped or 4.3% total VD, which is within the 15% VD referred to in section 695.7.
Your formula appears correct except that you used FLA instead of the starting current. LRA and starting amps are the same number. LRA is approx 6 x FLA. If you can not except this then do a google search on motor starting and find out for your self. Using your formula
Vd=1.73(12.9)x420'x285Ax6/300,000 = 53.4 Volts drop.
Another way of making the line to neutral VD caculation is
VD = IR Cos Theta + IX Sin Theta where
Theta = the power factor angle
I = FLA or LRA depending what you want.
R = wire resistance
X = wire reactance
Making an assumption that the PF = 0.85 the PF angle is 31.8 degrees.
Cos 31.8 = 0.85 and Sin 31.5 = 0.52
R of 350kcm = 0.039 / 1000ft table 9
X of 350kcm = 0.05 / 1000 ft table 9
I = 285 amps
VD=(285 x 0.85 x 0.039 x 420)/1000
+ (285 x 0.52 x 0.05 x 420)/1000 =4.0+3.1= 7.1 vd
Line to neutral. For Line to line 7.1 x 1.73 = 12.3 volts.
Using the same formula with LRA or starting amps
amps?= 1200 amps
VD = 16.7 + 13 = 29.7 or 30 volts L to N
VD L to L = 30 x 1.73 = 52 volts which is the same as using your formula.
Vd=1.73(12.9)x420'x285Ax6/300,000 = 53.4 Volts drop.
In reality the motor starting PF is about 0.40.
VD would be about 31 volts L to N and 54 L to L.
TNT
Note that your formula results of 53.4 volts is the same voltage and my formula Line to Line voltage of 52 volts.
[ July 17, 2005, 04:06 PM: Message edited by: bob ]