How it works
Estimate AC voltage drop using resistance, reactance, power factor, current and route length.
ΔV1φ = 2·I·L·(R cosφ + X sinφ); ΔV3φ = √3·I·L·(R cosφ + X sinφ), L in km.
Estimate AC voltage drop using resistance, reactance, power factor, current and route length.
Updated September 2026
Estimate AC voltage drop using resistance, reactance, power factor, current and route length.
Use verified material data and project geometry. Treat results as planning estimates and compare them with the energy/thermal requirements that apply to the project.
Estimate AC voltage drop using resistance, reactance, power factor, current and route length.
Example inputs: System: Three phase; Nominal voltage [V]: 400; Current [A]: 40; One-way route length [m]: 50.
Using the sample values built into the calculator, the calculation gives approximately: AC voltage drop: 2.387 V; AC voltage drop percent: 0.597%.
Calculation method: ΔV1φ = 2·I·L·(R cosφ + X sinφ); ΔV3φ = √3·I·L·(R cosφ + X sinφ), L in km.
Before using the result: Use R and X values appropriate to cable type, temperature and installation.
Estimate AC voltage drop using resistance, reactance, power factor, current and route length.
Key inputs to verify include: System, Nominal voltage [V], Current [A], One-way route length [m].
Use the result as a transparent planning or checking aid. Final design, code compliance, supplier selection and project-specific decisions still need to be verified where applicable. Use R and X values appropriate to cable type, temperature and installation.
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