7th Kahuna
Well-known member
I am trying to reach a better understanding of generator sizing when it comes to pumps for refrigerators and AC units.
I have found a wide range of 'directions' online. Maybe one of you guys knows.
As you will be aware, if you are answering this question, starting watts (or amps) are higher than running watts (or amps) for electric motors.
The rule(s) of thumb for running versus starting watts seems to vary from 2x to 6x
with 3x seemingly being the most common. My fridge, for instance, is 7.9 amps A.C.. So walking it through, the initial math looks like this:
7.9 x 120 x .8 = 758 watts (running) and 3x running watts equals 2,274 watts (starting).
The charts I have seen suggest a generic rate of 2,800 to 3,000 starting for a refridgerator, which potentially makes sense if during the start-up, the power factor were 1 rather than .8 and thus:
7.9 x 120 x 1 = 948 watts (running) and 3x running being 2,844 watts (starting).
So if all of that makes sense, then I am at a complete loss for the Air Conditioner.
Per the charts, a 10k Btu AC unit requires 1,500 watts (running) and 2,200 watts (starting). 2,200 watts is a lot less than 4,500 watts (3x 1,500). Both electric motors are compressing gas. What is the difference? Is the 2,200 watt suggestion safe?
A secondary question, but one that I think I know the answer to, in calculating the max or surge watts for the generator, the book says add the starting amps for the single highest use appliance to the running amps calculated for the load. This seems over-simplified to me. Surely if you were running a table saw and a microwave from the generator, you could avoid running both at the same time, but an AC unit and a refrigerator could both come on together. Am I over-thinking this? I am adding the starting watts together for those two and subtracting both their running watts in order to calculate the surge requirement.
(Total Running Watts + Surge Watts AC Unit + Surge Watts Fridge - Running Watts AC Unit - Running Watts Fridge = Total Surge Watts)
I have found a wide range of 'directions' online. Maybe one of you guys knows.
As you will be aware, if you are answering this question, starting watts (or amps) are higher than running watts (or amps) for electric motors.
The rule(s) of thumb for running versus starting watts seems to vary from 2x to 6x
with 3x seemingly being the most common. My fridge, for instance, is 7.9 amps A.C.. So walking it through, the initial math looks like this:7.9 x 120 x .8 = 758 watts (running) and 3x running watts equals 2,274 watts (starting).
The charts I have seen suggest a generic rate of 2,800 to 3,000 starting for a refridgerator, which potentially makes sense if during the start-up, the power factor were 1 rather than .8 and thus:
7.9 x 120 x 1 = 948 watts (running) and 3x running being 2,844 watts (starting).
So if all of that makes sense, then I am at a complete loss for the Air Conditioner.
Per the charts, a 10k Btu AC unit requires 1,500 watts (running) and 2,200 watts (starting). 2,200 watts is a lot less than 4,500 watts (3x 1,500). Both electric motors are compressing gas. What is the difference? Is the 2,200 watt suggestion safe?
A secondary question, but one that I think I know the answer to, in calculating the max or surge watts for the generator, the book says add the starting amps for the single highest use appliance to the running amps calculated for the load. This seems over-simplified to me. Surely if you were running a table saw and a microwave from the generator, you could avoid running both at the same time, but an AC unit and a refrigerator could both come on together. Am I over-thinking this? I am adding the starting watts together for those two and subtracting both their running watts in order to calculate the surge requirement.
(Total Running Watts + Surge Watts AC Unit + Surge Watts Fridge - Running Watts AC Unit - Running Watts Fridge = Total Surge Watts)
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I don't know which is worse, posting a question that everyone seems to have know the answer to except you, or posting the question that stumps the group.