WireWicket / Field calculation 02

Single- and three-phase voltage drop

Estimate voltage drop from phase, system voltage, load, one-way run length, conductor material, and conductor size. The example values are a starting fixture, not a recommendation.

Calculation inputs

Single-phase run

Enter a finite voltage greater than 0 V.

Enter a finite load current greater than 0 A.

Enter a finite one-way run length greater than 0 ft.

Enter a value from 0 to 1. The sine term assumes a lagging load; 0.90 is a provisional default.

Both phase modes use verified AC resistance and reactance rows for supported PVC raceways and covered conductor sizes. The power-factor sine term assumes a lagging load.

Single-phase result

Voltage-drop summary
Voltage drop
2.92 V
Voltage drop percentage
2.43%

Voltage drop ÷ system voltage × 100

Reference scope: formula and conductor-impedance sources; this calculation is not based on an edition-specific NEC table.

Project NEC edition: no project context.

Calculation inputs

Phase
Single-phase
System voltage
120 V
Load current
20 A
One-way run length
100 ft
Conductor size
8 AWG
Conductor material
Copper
Power factor (lagging)
0.9
Raceway
PVC Schedule 40

Calculation basis

Vdrop = 2 × I × (L / 1000) × (R × PF + X × √(1 − PF²)). I is amperes, L is one-way feet converted to kft, PF is cos θ, and R/X are in Ω/1000 ft. The PF sine term assumes a lagging load.

R = 0.786 Ω/1000 ft at 75°C; X = 0.052 Ω/1000 ft at 60 Hz. No ambient or temperature correction is applied. The lookup applies to non-ferrous conduit with one conductor diameter center-to-center spacing; raceway trade size is not part of this lookup.

Southwire SIMpull THHN/THWN-2 Copper, SPEC 10000. Raceway: PVC Schedule 40.

Equation source: Southwire Power Cable Installation Guide, AC single-phase two-wire equation 6-26Impedance source: Southwire SIMpull THHN/THWN-2 Copper, SPEC 10000, Table 2 – Electrical and Engineering Data