Cable Size using Vc Value
*The following calculator is for reference only
This calculator assumes that cable types are single cores, insulated and sheathed, laid flat touching or touching in a wiring enclosure, and the calculator will determine the cable size for the maximum conductor temperature of 75℃. See the table below from AS 3008.1.1:2025
Calculate cable size
| Single Phase Voltage drop allowed in % (Vd1∅): |
?
Select voltage drop allowed in percentage, e.g:5%
|
| Length of the cable (L): |
?
Enter the length of the cable in meters
|
| System voltage (V): |
?
Enter voltage supply in volts(V)
|
| Current requirements (I): |
?
Enter current requirements in Amps
|
| Three phase Vc: | 0.00 mV/Am | |
| Cable size: | 0.00 mm2 |
Cable size using Vc |
|
|
$$ V_{C3∅}=\frac{1000\times V_{d1∅}\%\times V}{L\times I\times1.155} $$ $$ V_{C1∅}=\frac{1000\times V_{d1∅}\%\times V}{L\times I} $$ | |
|
Note: This equation accepts single-phase voltage drop values. The relationship between single-phase and three-phase is given as:
Vd3∅ = Vd1∅/1.155. Where, | |
| Vc3∅ = | the three-phase voltage drop in mV/A.m given in the table below. |
| V = | the system voltage, such as 230, or battery nominal voltages, e.g. 115.5 V |
| Vd1∅ = | the single-phase voltage drop, can’t be over 5%. |
| L = | the cable route length in meters. |
| I = | the maximum circuit current in amps. |
| The maximum conductor temperature, 75℃ | |
| |
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