You have to know the power loading and phase angle (or power factor) between each pairh of the phases, otherwise you could be making serious errors.
You must rephrase your question to make it more specific. <<>> The formula to use to find KVA in a three phase system is, KVA = Amps x Volts x 1.73/1000.
A three wire home distribution service rated at 100 amps has a wattage capacity of;From L1 to L2 at 240 volts x 100 amps = 24000 watts or 24 kilowatts. From L1 to neutral at 120 volts x 100 amps = 12000 watts or 12 kilowatts. From L2 to neutral at 120 volts x 100 amps = 12000 watts or 12 kilowatts.
You cannot convert 2.6 kw to amps with that information only. In order to convert watts to amps, you also need to know either current or voltage. This is because watts is volts times amps, and volts is current times resistance
for three phase the calculation is 30,000 = 1.73*V*I - simple as that. For single Phase the calculation is 30,000 = V*I - simple as that It is important to note the voltage in the first line is Line to Line (typically how it is specified in three phase power systems), and the second line it is Line to neutral. A 30KVA transformer is the same as 30,000VA to find out the Amps you need to divide the voltage if the transformer is single phase for example: 30,000VA / 480V = 62.5 Amps The calculation for a 3 phase transformer is the VA / voltage / 1.73 for example: 30,000VA /480V / 1.73 = 36.12 Amps
Well, hello there! Converting kVAR to amps involves a bit of math, but don't worry, it's just like painting happy little trees. You can use the formula: Amps = kVAR / (volts * sqrt(3)). Just remember to take your time and enjoy the process, my friend. Happy converting!
The formula you are looking for is I = W/E.
To convert from kilowatts (kW) to amps in a 3-phase system, you can use the formula: Amps = (kW × 1000) / (√3 × volts). In this case, with 42 kW and a voltage of 120208 V, the amperage would be around 139 amps.
To convert kilowatts to amperes, you need to know the voltage of the circuit. Without the voltage, you cannot determine the amperage. Use the formula: Amperes = Kilowatts / Volts.
Power is obtained using the equation: Power (Watts) = Voltage (Volts) x Current (Amps) To convert to Watts to Kilowatts (kW), simply divide by 1000 (or shift the DP left by 3 places). eg. 5000W = 5kW Bringing these together: Kilowatts = ( Volts x Amps ) / 1000
The relationship between amps and kilowatts depends on the voltage of the circuit. To calculate the amperage for a given kilowatt value, you need to know the voltage as well. The formula to convert kilowatts to amps is Amps = (kW * 1000) / Volts.
To calculate the current in amps, you can use the formula: Amps = Watts / Volts. For 499 kW at 208 volts, first convert kilowatts to watts: 499 kW = 499,000 watts. Then, divide by the voltage: 499,000 watts / 208 volts = approximately 2395.19 amps.
To convert 15 amps at 415 volts to kilowatts, use the formula: kW = (amps x volts) / 1000. So, kW = (15 A x 415 V) / 1000 = 6.225 kW.
To convert kilowatts to amps, you need to know the voltage of the circuit. The formula to calculate amps is: Amps = kilowatts / (volts * power factor). For example, if the voltage is 120V, then the amps would be 100A for a 12kW load.
Amperes when kva is shown. The formula is, Amps = kva x 1000/1.73 x volts.
There are zero kilowatts in amps. A voltage value has to be supplied before an answer can be given. I = W/E. Amps = Watts/Volts = 12000/Volts. Alternatively, you could state the resistance, from which the amps are determined from P/R = I2.
A three wire home distribution service rated at 100 amps has a wattage capacity of;From L1 to L2 at 240 volts x 100 amps = 24000 watts or 24 kilowatts. From L1 to neutral at 120 volts x 100 amps = 12000 watts or 12 kilowatts. From L2 to neutral at 120 volts x 100 amps = 12000 watts or 12 kilowatts.
To convert from kilowatts (kW) to amps in a 3-phase system, we need to know the system voltage. Using the formula: Amps = (kW x 1000) / (√3 x Volts), where √3 is the square root of 3. Assuming a system voltage of 120/208V, the amperage would be approximately 135.1 amps.