How Do I Calculate the Required Kvar for a 22KW Motor?

AI Thread Summary
To calculate the required KVAR for a 22KW motor, the no-load current is essential, which is 10 amperes in this case. Taking 90% of the no-load current gives 9 amperes, suggesting that a 6 KVAR capacitor, which can handle this current, is suitable. However, there are concerns about the voltage assumptions, as a 6 KVAR capacitor at 9A implies a supply voltage of 667V, which may not be accurate. Clarification on the phase voltage and whether the motor is three-phase is necessary for accurate calculations. Using the three-phase power formula, the calculated power aligns closely with the motor's rating, confirming the approach.
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Dear all,

I have one 22KW motor.
I want to know how much Kvar i need to install for it.
According to my information, i need to check no load current of motor (it is taking 10 ampere at no load), and than take 90% of no load current (90% of 10 ampere is 9 ampere), so install capacitor that can take maximum 9 ampere current (6 kvar capacitor takes 9 ampere current).
So 6 Kvar is suitable to install in 22KW motor.
Am i calculating in correct way?
 
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I can't help with your question, but I was looking at your figure of 9A for 6kVAR. This implies a supply voltage of 667v. Perhaps I am not doing this right.

This is a 3 phase motor, is it? Maybe that 6kVAR is a set of capacitors drawing 2kVAR per phase? Seems an odd way to rate it, if it is, summing the phases. But the figure of 2kVAR at 9A would give a phase voltage of 220v which might be more likely.

So what is your phase voltage there?

Do you have a table of kVAR vs. current for power factor correction capacitors? If so, do the kVAR figures all turn out to be exact multiples of 3?
 
Dear NascentOxygen,
Using three phase formula,
Power = Voltage x Current x √3
Power = 380V x 9A x 1.732
Power = 5923 VA
OR
Power = 5.923 KVA
Approximately 6 KVA

Hope that this will helpful to you.
 
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