NEC 430.110(C)(1)

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erickench

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The above NEC section has me a little confused. The first sentence states:

The rating of the disconnecting means shall be determined from the sum of all currents, including resistance loads, at the full-load condition and also at the locked-rotor condition.

Now from this statement it seems that we have two different current values. Am I correct in assuming that an inverse circuit breaker is being used with LT and ST settings that correspond to the full-load and locked-rotor currents respectively?
 
Did you read the last sentence of 430.110(C)(1)?

The locked-rotor current will always be much higher than the full-load current. Besides I think that last sentence applies to when you have two or more motors that cannot be started simultaneously. You would then have too choose the load combination with the highest locked-rotor current that can be started simultaneously.
 
Its a bit confusing, but 430.110(C) is telling you that the disconnecting means for combination loads must meet BOTH the minimum ampere rating for the combination load AND the minimum horsepower rating rating for the combination load.

For example, if you had a General Duty, 240V, 30A, 3pole, non-fusible disconnect switch, with a horse power rating of 7.5 that you wanted to use as a disconnecting means for two (2) 3HP, 200V, 3ph motors. The first part of 430.110(C)(1) says to use the table 430.250 to obtain the equivalent full-load current for the combination load: 11A + 11A = 22A.

430.110(C)(2) tells you that the disconnect must have a current rating of at least 115% of the equivalent full-load current: 22A * 115% = 25.3A. The 30A disconnect meets the minimum ampere requirement.

Next, the second part of 430.110(C)(1) tells you to use table 430.251(B) to obtain the equivalent locked-rotor current: 73.6A + 73.6A = 147.2A. This is then converted back to minimum required horsepower rating from the same table. You can see that 146A is the locked rotor current for a 7.5HP, 200V motor, but since we exceed 146A, we go to the next size which is 10HP (186.3 LRC.)

Since the minimum required horsepower rating (10HP) exceeds the rating of the 30A disconnect switch (7.5HP), you will need to use a larger switch, eg, a 60A switch with a 15HP rating.
 
Okay, we'll assume that determining the equivalent horsepower ratings would apply to motor circuit switches as outlined in NEC 430.109(A)(1). These motor circuit switches are horsepower rated and therefore the 115% rule of NEC 430.110(C)(2) would not apply because NEC 430.110(C)(1) is titled Horsepower Rating.

But the problem still remains that two different horsepower values would be calculated and that it's a given that the locked-rotor HP is always gonna be higher. Why include the rule of calculating the equivalent HP using FLC values?
 
Okay, we'll assume that determining the equivalent horsepower ratings would apply to motor circuit switches as outlined in NEC 430.109(A)(1). These motor circuit switches are horsepower rated and therefore the 115% rule of NEC 430.110(C)(2) would not apply because NEC 430.110(C)(1) is titled Horsepower Rating.

I don't follow. The horse power rated motor circuit switch in 430.109(A)(1) will also have a Current Rating (see 430.110(A) exception.) The switch must meet the requirements for BOTH the ampere rating AND the horsepower rating - See the last sentence in 430.110(C): "The ampere AND horsepower ratings of the combined load shall be determined as follows."

Both (C)(1) "Horsepower Rating" and (C)(2) "Ampere Rating" follow 430.110(C). Both must be applied for Combination Loads.

But the problem still remains that two different horsepower values would be calculated and that it's a given that the locked-rotor HP is always gonna be higher. Why include the rule of calculating the equivalent HP using FLC values?

Yes, the equivalent horsepower value will always be higher for the equivalent locked-rotor current than for the equivalent full-load current. So you would only use the equivalent locked-rotor current when determining the required Horsepower Rating of the disconnecting means in 430.110(C)(1). You would then use the equivalent full-load current as determined by 430.110(C)(1) to determine the required Ampere Rating of the disconnecting means as directed in 430.110(C)(2).

In the example I gave above, the calculations showed that a 30A, 240V, 7.5HP rated switch met the Ampere Rating requirements, but not the Horsepower Rating Requirements, requiring a larger Horsepower Rated switch. Here is an example where the opposite would be true; the switch would meet the Horsepower Rating requirements, but not the Ampere Rating requirements, requiring a larger Ampere Rating on the switch:

You have a 60A, 240V, 15HP rated disconnect switch. To this you would like to connect one (1) 5HP, 230V motor, one (1) 3HP, 230V motor, two (2) 0.5HP, 230V motors, and one 10kW, 240V, 3ph heater.

Looking at the Horsepower Rating first. The equivalent locked rotor current is 92A + 64A + 20A + 20A + 24.1A = 220.1A. From Table 430.251(B), you see that 220.1A falls above 10HP and below 15HP, so 15HP is the minimum required horsepower rating of the switch. The chosen switch has a 15HP rating, so the switch meets the Horsepower Rating requirement.

Then looking at the Ampere Rating. The equivalent full-load current is 15.2A + 9.6A + 2.2A + 2.2A + 24.1A = 53.3A. 430.110(C)(2) requires the switch to have an ampere rating of not less than 115% of the equivalent full-load current. 53.3A * 115% = 61.3A. You can see that this exceeds the Ampere Rating of the chosen switch. In this case, a larger switch (100A) would be required because the Ampere Rating requirement has not been met.
 
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