I had a discussion with a co worker today, say there's a 1000w heater, hooked up to single phase 480v, amp draw would be roughly 2 amps. Now would the same exact heater, hooked to 480v 3 phase have a lesser amp draw? I've heard people say that 3 phase power is 40% more efficient but I don't know how calculate it other than 1000w÷480v.
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I’m not sure where the 40% came from unless someone is using the 43% less current for a three phase vs single phase motor. For the heater it doesn’t work like that.
To calculate the efficiency difference between a three-phase and a single-phase system for a 1000 watt load, you have to consider factors like power transmission losses, equipment efficiency, and system characteristics.
Without dissecting the electrical system with wire sizes, lengths, etc let’s simplify it a little
For single-phase system let's assume a typical efficiency of around 90% for a single-phase system.
For a three phree-phase system, transmission losses are lower, there is smoother power delivery, so let's assume a slightly higher efficiency, say 92%, for a three-phase system.
So.
For single-phase system power loss= 1000 watts * (1 - 0.90) = 100 watts
For three-phase system power loss, 1000 watts * (1 - 0.92) = 80 watts
The difference in power loss between the two is only 20 watts.
So for this simplified 1000 watt load, the 3 phase system might be approximately 20 watts more efficient than the single-phase system.
For the percentage efficiency we can calculate the efficiency improvement
(100 watts - 80 watts) / 100 watts = 0.2
0.2 * 100= 20% efficiency
In your 480 single phase heater it is connected L-L, and as noted in other posts, the amps are 2.08A.
This 480 heater in a three phase system is connected in delta and the amps are again, as noted in other posts, 1.20
See the single phase relationship to the three phase system with the calculations in other posts? There is the 1.732 relationship.
2.08A/1.732 = 1.20A
Clear as a mud puddle now?