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CalcTree
Welcome to our full load current calculator!
For the calculation the full load current of a device or circuit, you will need to know the following information:
  1. The voltage of the circuit (V)
  2. The power rating of the device or circuit (W)
  3. The power factor of the device or circuit (PF)
  4. Whether the circuit is single-phase, 3-phase or DC
Let's begin!

Calculation

Inputs



S
:5kVA



V_LL
:415volts



Cos θ (PF)
:0.85


Output



I_3P
:8.18380164ampere



I_SP
:14.1743444ampere



I_DC
:12.0481928ampere


Explanation

The full load current is the amount of current that a device or electrical circuit is rated to carry continuously without overheating or damaging the conductors. Knowing the full load current of a device or circuit is important to properly size the conductors, overcurrent protection devices, and power supply.

3-phase circuits

I=1000SkW3VLLcosϕI = \frac {1000 \cdot S_{kW}}{\sqrt{3} \cdot V_{LL} \cdot cos \: \phi}
Single-phase circuits

I=1000SkWVLLcosϕI = \frac {1000\cdot S_{kW} } { V_{LL} \cdot cos \: \phi }
DC circuits

I=1000SkWVLLI = \frac {1000 \cdot S_{kW} } {V_{LL}}
Where:

I=Fullloadcurrent(A)SkW=Ratedpower(kW)VLL=Linetolinevoltage(V)cosϕ=PowerfactorI = Full \: load \: current (A) \\ S_{kW} = Rated \: power \: (kW) \\ V_{LL} = Line \: to \: line \: voltage \: (V) \\ cos \: \phi = Power \: factor

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