Infrared Heaters on one branch circuit

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SDENKI

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I am installing four infrared heating units on one 30 amp 3 phase branch circuit. Each heater is 4.8kw, 480V 3 phase. The heater do not have built in over-current protection or motors. Does 424.22(A) allow me to connect the heaters to the 30 amp circuit without individual over-current protection? Can these be cord & plug connected?
 
3 heaters?

3 heaters?

Correct me if I am wrong...4.8 KW is 4,800 watts... divided by 480 volts and multiplied by 1.73 for three phase equals 17.3 amps per heater (never mind the power factor)... multiply that by 3 heaters and you have 51.0 amps total draw. I would suggest that #10 wire is significantly under capacity for your run. Using the 90 degree table for thhn, you should probably be using #6 which is listed for 75 amps which at 80% would be good for 60 amps.
 
I am installing four infrared heating units on one 30 amp 3 phase branch circuit. Each heater is 4.8kw, 480V 3 phase. The heater do not have built in over-current protection or motors. Does 424.22(A) allow me to connect the heaters to the 30 amp circuit without individual over-current protection? Can these be cord & plug connected?

4.8 X 1000= 4,800/(480 X 1.73)= 5.78 amps 5.8 X 1.25= 7.25
7.25 X 4= 29 amps

Do you know what the amps the motor pull?? or is this included in the 4.8 kwatts??

As for the cord as a disconnect and permenant wiring method read NEC 2008 400.7, 400.8.

Im surprised the heaters dont have 'overloads' so it appears you need to provide them. ;)
 
A 4800W three phase heater is 1600W per phase, at 277V is (rounded) 5.8A. Four such heaters will use about 23A per phase.


:confused:
OK 1600w per phase but if these are indeed actual 3 phase 480V then would the ampacity not be 5,7 per unit.
if they were 277V at Watts x3 x1.25% would be 23A.

I am calculating the load at 4800W divided by 830V= 5.7. am I missing something in my calculations?
 
We both calculate the current consumed by the heater by two different methods, you do it using three phase maths, and I do it using single phase math, and we both get the same answer, only I'm a lazy sod, so I've pressed less buttons on the calculator to do it! And, of course, the single phase equivalency only works on loads that are balanced over all three phases.

The real reason I'm partial to calculating single phase loads as in the fields I've worked in (IT and theatre) three phase loads are rare, its almost always shedloads of single phase loads.

And just to be clear: the single phase slack cheat calculates the current on one phase for one third of the load, as the load is actually over three phases.

On top of that, to calculate wiring ampacity and breaker size, the 80% rule applies, hence the multiplication by 1.25, which Brother uses in his calcs.
 
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