Compute exact electrical line losses efficiently today.
Voltage drop is an inherent physical phenomenon occurring in all electrical circuits due to the impedance of conductors. When electrical current flows through a wire, resistance and inductive reactance cause a loss of usable voltage between the source panel and the terminal load device. Ensuring that voltage drop remains within safe, regulatory limits is paramount for equipment safety, operating efficiency, and compliance with the National Electrical Code (NEC).
The foundational formula implemented in this calculation script for direct current and single-phase alternating current accounts for total conductor length (round trip path):
$$V_{drop} = \frac{2 \times \rho \times L \times I}{A}$$
For three-phase AC circuits, the formula adjusts for phase geometry using the square root of three factor:
$$V_{drop} = \sqrt{3} \times \frac{\rho \times L \times I}{A}$$
Where $\rho$ represents the conductor material resistivity adjusted for operational temperature, $L$ represents circuit path length, $I$ is circuit current, and $A$ denotes total cross-sectional conductor area.