If the transformer is three phase the calculation is I = 30,000 / 1.73 E.
If the transformer is single phase the calculation is I = 30,000 / E.
(Where I = current and E = secondary voltage)
It is important to note the voltage in the first formula is line to line (typically how it is specified in three phase power systems), and the second formula it is line to neutral.
It depends on how many amps it was designed for. A 12.5kV/600v 10kVA 3 phase transformer can handle ~.5 amps on the primary and ~10A on the secondary. A 600/120V 10kVA 3 phase transformer can handle ~10A on the primary and ~50 on the secondary.
This typically has to do with how many amps you can safely pull from the secondary of the transformer.
The formula you are looking for is I = W/E. Amps = Watts/Volts.
There are actually three pieces to this puzzle - resistance. And you're missing that one.
To determine the output current in amps for a 0.50 kVA transformer with a 277V input and 120V output, you can use the formula: Power (kVA) = Voltage (V) × Current (A) / 1000. For the output at 120V, the current would be calculated as follows: 0.50 kVA = 120V × Current (A) / 1000, which gives Current = (0.50 × 1000) / 120 ≈ 4.17 amps. Thus, the transformer can provide approximately 4.17 amps at the 120V output.
21.4 amps, 2100 wattsManoj
It depends on how many amps it was designed for. A 12.5kV/600v 10kVA 3 phase transformer can handle ~.5 amps on the primary and ~10A on the secondary. A 600/120V 10kVA 3 phase transformer can handle ~10A on the primary and ~50 on the secondary.
This typically has to do with how many amps you can safely pull from the secondary of the transformer.
2.083 amps
The amps you can get from a 500 kVA transformer would depend on the voltage of the transformer's output. To calculate amperage, you can use the formula: Amps = Power (kVA) / Voltage. For example, if the output voltage is 480V, you would get approximately 1041 amps (500 kVA / 480V).
The amps that a four gauge wire will handle will depend with the thickness of the wire. If the wire is thin, the four gauge will handle 95 amps.
To determine the amps for a 500 kVA transformer, you can use the formula: Amps = kVA × 1000 / (Voltage). For example, at a standard voltage of 480V, the calculation would be 500,000 VA / 480V, which equals approximately 1041.67 amps. The specific current will vary based on the voltage level used with the transformer.
The number of amps a transformer can carry on its secondary side depends on its power rating (in watts or VA) and the voltage of the secondary winding. You can calculate the current (in amps) using the formula: Amps = Watts / Volts. For example, if you have a 1000 VA transformer with a 10V secondary, it can carry 100 amps (1000 VA / 10V = 100A). Always ensure the transformer is rated for the desired load to avoid overheating or damage.
The transformer itself does not pull current. Whatever you connect to the transformer pulls current. Whatever the output voltage of the transformer is, divide that into 600 and you get maximum current possible without burning up the transformer. At 24V that's 25 amps.
It depends on the rated voltage of its secondary.
An 18 gauge wire can typically handle around 16 amps of electrical current.
An 18 gauge wire can typically handle around 16 amps of electrical current.