Voltage Drop Distribution Calculator
Calculate voltage drop across a distribution feeder.
About this calculator
This calculator estimates voltage drop, line loss, and end-of-feeder voltage for a distribution feeder using the standard impedance form of the voltage-drop equation, with conductor resistance pulled directly from NFPA 70's NEC Chapter 9 Table 8 (uncoated stranded copper, 75 degC) and reactance from NEC Chapter 9 Table 9 (PVC or aluminum conduit). Load Current is Load (kVA) x 1000 divided by Source Voltage for a single-phase feeder, or divided by (√3 x Source Voltage) for a 3-phase feeder. Voltage Drop is then 2 x Load Current x (Total Resistance x Power Factor + Total Reactance x sin(theta)) for single-phase (accounting for the out-and-back circuit path) or √3 x Load Current x (Total Resistance x Power Factor + Total Reactance x sin(theta)) for 3-phase, where Total Resistance and Total Reactance both come from the NEC tables at the selected Conductor Size, scaled by Feeder Length, and are combined as R x power factor + X x sin(theta) so that a poorer power factor correctly increases the drop rather than reducing it.
Because Load Current itself depends on Source Voltage (Load Current = Load / Source Voltage), raising Source Voltage actually LOWERS Load Current for the same kVA load -- delivering the same power at a higher voltage always means a lower current -- which is part of why Voltage Drop Percent falls as Source Voltage rises. End Voltage is simply Source Voltage minus the calculated Voltage Drop in volts, and Line Loss is the I²R power dissipated in the conductor, in kW.
Inputs
Results
Voltage Drop (%)
0.12%
End Voltage
12,455.4 V
Figures current as of 2026. Source: NFPA 70, National Electrical Code (NEC), 2026 Edition, Chapter 9, Tables 8 and 9
How to Use This Calculator
- Enter Source Voltage, Load (kVA), and Power Factor for the feeder.
- Set Feeder Length (one-way, in feet) and select Conductor Size (copper AWG, 4/0 through 4 AWG).
- Select the number of Phases (3-phase or single-phase).
- Review Voltage Drop (%) and End Voltage. There is no enforceable NEC drop limit — the familiar 3% branch / 5% combined figures are Informational Notes at 210.19(A) and 215.2(A), and NFPA 70 90.5 says informational notes are not requirements. For a medium-voltage primary feeder like the 12,470 V default, the governing reference is ANSI C84.1 Range A (service voltage within ±5% of nominal) and your utility's own regulation practice, not the NEC.
- Use Load Current (A) and Line Loss (kW) to size protective devices and estimate feeder losses.
How the result changes with Source Voltage
| Source Voltage | Voltage Drop (%) | End Voltage |
|---|---|---|
| 6,235 | 0.47% | 6,205.9 V |
| 9,353 | 0.21% | 9,333.6 V |
| 18,705 | 0.05% | 18,695.3 V |
| 31,175 | 0.02% | 31,169.2 V |
What each input means
- Source Voltage
- Distribution line voltage.
- Load
- Total load on the feeder.
- Power Factor
- Load power factor.
- Feeder Length
- One-way length of the feeder.
- Conductor Size
- Conductor size (uncoated stranded copper, NEC Chapter 9 Table 8).
- Phases
- Number of phases in the feeder.
How this is calculated
Worked example, using the default values
- Identify Input Parameters6 parametersSource Voltage = 12470, Load = 500, Power Factor = 0.9, Feeder Length = 5000, Conductor Size = 1, Phases = 3 = 6 input(s) provided
- Calculate Voltage DropVoltage Drop (%)0.12 = 0.12
- Calculate End VoltageEnd Voltage12455.4 = 12455.4
- Calculate Voltage Drop in VoltsVoltage Drop (V)14.6 = 14.6
- Calculate Load CurrentLoad Current23.1 = 23.1
Figures and sources
- NEC Chapter 9, Table 8 (DC resistance) and Table 9 (AC reactance) for copper conductors (2026) — NFPA 70, National Electrical Code (NEC), 2026 Edition, Chapter 9, Tables 8 and 9
Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
Why does raising Source Voltage reduce the voltage drop percentage?
For the same kVA load, a higher Source Voltage means the feeder only needs to carry a lower current to deliver that power (Load Current = Load / Source Voltage), and voltage drop depends on current -- so raising the source voltage lowers the current, which lowers the drop, and that smaller drop is also being measured as a percentage of a larger starting voltage besides.
Does this calculator account for conductor reactance (inductance)?
Yes -- voltage drop is calculated as I x (R x power factor + X x sin(theta)), with both the resistance and the reactance taken directly from NFPA 70's National Electrical Code, Chapter 9 Tables 8 and 9, for copper in PVC or aluminum conduit. That matters because reactance is the only term that grows as power factor falls: a resistance-only estimate would report the drop shrinking as the power factor gets worse, which is backwards. The Table 9 reactance values describe conductors in conduit; an overhead primary feeder at typical phase spacing has roughly two to three times more reactance, so treat this as a conservative lower bound for overhead construction.
Why does feeder length increase voltage drop?
Longer conductors have more total resistance -- the resistance-per-1,000- feet value for your selected Conductor Size scales up directly with Feeder Length -- and voltage drop is directly proportional to that total resistance. Doubling the feeder length roughly doubles the calculated voltage drop for the same load and conductor size.
What's the difference between the single-phase and 3-phase voltage drop formulas?
Single-phase feeders use a factor of 2 (accounting for the round-trip current path through both the supply and return conductor), while 3-phase feeders use a factor of √3 (about 1.73), which comes from the line-to-line voltage relationship in a balanced three-phase system. Selecting the wrong Phases option for your actual feeder will produce a meaningfully different voltage drop estimate.
How does Conductor Size affect the result?
Conductor Size selects resistance and reactance values for uncoated stranded copper from NEC Chapter 9 Tables 8 and 9 -- a larger conductor (like 4/0 AWG) has meaningfully lower resistance than a smaller one (like 4 AWG), so upsizing the conductor is one of the most direct ways to reduce voltage drop on a long feeder run without changing the load or feeder length.
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