There are a few components missing from your question. I need to know either the voltage or the amperage and the power factor. For single phase, the formula for Kilowatts is Amps x Volts x pf/1000. The formula for Kilovolt-Amperes is Amps x Volts/1000. As you can see more info is needed.
It could be as much as 63 kW (63,000 Watts) into a load with a power factor of 1.0. For other loads, multiply the kVA by the power factor.
There are ~5.9 kVA with 5600 watts and a power factor of 0.95. power factor is defined as the real power (watts) divided by the complex power (volt amperes): .95 = 5600/VA VA = 5600/.95 = 5894.7VA = 5.89kVA
Yes, 2.8 kVA is equal to 2800 watts. This is because 1 kVA is equivalent to 1000 watts, so 2.8 kVA would be 2800 watts.
Formulas you need for single phase calculations. KVA = I x E/1000, KW = I x E x pf (where pf = power factor). For your question multiply the KVA by the power factor to get KW and then move the decimal point three places to the right to get watts. They are virtually the same. A watt is volts times amps. KVA is thousand of volts time amps. KVA and KW ratings are the same.
0 - 1000. KVA times a power factor gives you kilowatts, 1000 x watts. If the power factor is 0, then o watts make up your one kVA; if the power factor is 1, then 1000 watts make up your one kVA. Typical power factor is in the range of .8 to 1.
It could be as much as 63 kW (63,000 Watts) into a load with a power factor of 1.0. For other loads, multiply the kVA by the power factor.
There are ~5.9 kVA with 5600 watts and a power factor of 0.95. power factor is defined as the real power (watts) divided by the complex power (volt amperes): .95 = 5600/VA VA = 5600/.95 = 5894.7VA = 5.89kVA
Yes, 2.8 kVA is equal to 2800 watts. This is because 1 kVA is equivalent to 1000 watts, so 2.8 kVA would be 2800 watts.
Formulas you need for single phase calculations. KVA = I x E/1000, KW = I x E x pf (where pf = power factor). For your question multiply the KVA by the power factor to get KW and then move the decimal point three places to the right to get watts. They are virtually the same. A watt is volts times amps. KVA is thousand of volts time amps. KVA and KW ratings are the same.
0 - 1000. KVA times a power factor gives you kilowatts, 1000 x watts. If the power factor is 0, then o watts make up your one kVA; if the power factor is 1, then 1000 watts make up your one kVA. Typical power factor is in the range of .8 to 1.
8,000 watts = 8 kVA / (the power factor) If the power factor is 1, then 8 kVa = 8,000 watts.
A 2.5kVA generator is capable of producing 2,500 watts of power. This is because 1kVA is equivalent to 1,000 watts, so to convert kVA to watts you simply multiply by 1,000.
Va=volts x amps. The K stands for one thousand. So 1 Kva is one thousand watts. So 415v times 120a= 49,800 what's. You divide that by a thousand and you get 49.8. So it would be 49.8 Kva.
The term horsepower has several definitions, depending on usage. According to WikiPedia, the Electric Motor usage is 746 watts. One kva (kilo-volt-amp) is 1,000 watts, so you might be able to say that one kva is 746,000 watts. Unfortunately, kva depends on phase angle and, except for a power factor of one (purely resistive), kva is not the same as kw (kilo-watts). Someone else with more knowledge than I will need to enhance this answer.
2.5 kVA is equal to 2500 watts.
To convert AC tonnage to kVA and kW, use the following formulas: For kVA: kVA = (tonnage x 3.517) For kW: kW = (tonnage x 3.517 x power factor). Remember to consider the power factor of the system when converting from tonnage to kVA and kW.
a VA is basically equivalent to a watt for most purposes so a KVA being 1000 VA, a KVA is basically 1000 W.However, 1 KVA = 1KW only holds true for resistive loads. If an AC power supply is running a motor or other very inductive load, KVA can be significantly higher than the power being used by the motor.The theory and mathematics of inductive loads are too complex to describe here but knowledge of inductive loads on AC supplies is one of the fundamentals of electrical engineering