To calculate the power in watts, you can use the formula: Power (W) = Voltage (V) × Current (A). For 32 amps at 415 volts, the calculation would be: 415 V × 32 A = 13,280 watts. Therefore, 32 amps at 415 volts equals 13,280 watts.
To calculate the output power in watts, multiply the voltage by the current. In this case, the output power would be 332,000 watts (415 volts x 800 amps = 332,000 watts).
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.
100 KW divided by 415 volts is 241 amperes. Power = voltage times current, so current = power divided by voltage.
Volts x Amps = Watts, divide with 1000 and you get kilowatts.
The color of a 415 volts cable can vary depending on the specific wiring regulations in place in a particular country or region. In some cases, high-voltage cables such as those carrying 415 volts may be color-coded orange, red, or yellow to indicate their voltage level. However, it's always best to consult local electrical codes and standards for accurate information on cable color-coding.
The answer is 40,000 divided by 415 or 96.38 Amps. Watts is volts times amps.
To calculate the required amperage for a 45 kW shredder operating at 415 volts in a three-phase system, you can use the formula: Amps = Power (Watts) / (Voltage × √3). For a 45 kW (or 45,000 watts) shredder, this would be: Amps = 45,000 / (415 × √3), which equals approximately 62.5 amps. Therefore, you would need around 62.5 amps for the shredder.
To calculate the output power in watts, multiply the voltage by the current. In this case, the output power would be 332,000 watts (415 volts x 800 amps = 332,000 watts).
That would depend on the power output (watts) of the circuit. Volts times the Amperage equals the Wattage of the circuit. You do not have enough information in your question. Volts is the force applied to move the electrons in the circuit, and amps are a measure of the quantity of electrons moved through the circuit over time. Thus a circuit of 415 volts and 1 ampere will deliver 415 watt-hours of power. Yet a circuit of 1 volt at 415 amps will deliver the same 415 watt-hours of power, but with less force.
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.
There are zero amps in a 6kW 3 phase heater. Amperage is the result of dividing the Watts by the Voltage. A = W/E. Without stating the voltage the heater operates on the amperage can not be calculated.
100 KW divided by 415 volts is 241 amperes. Power = voltage times current, so current = power divided by voltage.
X / 415 = 80 / 220 = 151 amps
Power = voltage times current, and the power loss is the loss in the line, I^2 * R. At 11,000 volts, the current will be (11,000 / 415 = ) 3.77% of what it is at 415 volts. So the power loss in the line at 11,000 volts will be (3.77% ^2 = ) .14% of what it is at 415 volts.
Since watts = volts times amps times 1.73 times power factor (for a three phase motor): W = E * I * 1.73 * PF Solving for I: I = W / (E * 1.73 * PF) Lets say your motor has a PF of 0.85: I = 10000 / (415 * 1.73 * 0.85) I = 16.39A If this is for your homework (I hope not) and PF is not given, then you will substitute 1.0 for the PF and, of course, arrive at a different answer!
Volts x Amps = Watts, divide with 1000 and you get kilowatts.
1 HP=746 watts 15 HP=11,190 watts Ohm's Law says Current (in Amps) = Power (in Watts) divided by Voltage (in Volts) 11,190 watts divided by 415 volts = 26.96 amps. <<>> For a three-phase motor each phase supplies one third of the power, so that is 5 HP on each phase. A 415 v supply has a line-to-neutral voltage of 240 v, and 3730 watts would therefore required 3730/240 amps, or 15.54 amps. However due allowance must be made for (i) the power factor and (ii) the conversion efficiency. This would increase the current by an estimated 20% so the current is therefore estimated to be 19 amps.