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Voltage Drop Calculator

Find V Drop
Max Length
Min Wire Size
+ Vs I R_wire V_drop Load V_load return conductor
Wire Standard: AWG IEC mm²
? Voltage at the supply end — e.g. 12 V battery, 120 V mains, 240 V supply, 48 V DC bus.
? Current drawn by the connected load. Use I = P / V if you know power. For motor loads, use the full-load amp (FLA) rating.
? Distance from source to load (one direction). The return conductor is automatically included in the calculation.
? Copper (ρ = 1.724 µΩ·cm) conducts ~54% better than Aluminum (ρ = 2.65 µΩ·cm), giving less drop for the same cross-section.
? Larger cross-section (lower AWG number, higher mm²) = lower resistance = less voltage drop.
? DC or Single-Phase uses a factor of 2 (go + return). 3-Phase uses √3 ≈ 1.732 because the three conductors share the return.
? Resistance increases with temperature. 20°C is the standard reference. Typical operating conductors run 60–90°C. Use 75°C for most NEC calculations.

Vdrop = K × I × ρ × L / A  |  NEC: ≤3% branch, ≤5% combined

What Is Voltage Drop?

Voltage drop is the loss of electrical voltage that occurs as current travels through a conductor from the source to the load. Every wire has resistance, and when current flows through that resistance, some of the supply voltage is consumed before it reaches the connected device.

In simple terms, if your power source supplies 12 V but 0.6 V is lost along the cable, your device only receives 11.4 V at its terminals. This seemingly small difference can cause real problems — motors may overheat, LED lights may dim or flicker unevenly, and sensitive electronic equipment may malfunction or shut down unexpectedly.

Voltage drop is not the same as a power failure. The circuit still works, but it works poorly. That is why calculating and managing voltage drop is a critical step in designing any electrical installation.


The Voltage Drop Formula

The voltage drop in a conductor is calculated using Ohm's Law combined with the physical properties of the wire:

Vdrop = K × I × ρ × L / A

Where each variable means the following:

  • Vdrop — The voltage lost in the conductor, measured in Volts (V).
  • K — The system factor. Use 2 for DC or single-phase AC circuits (accounting for both the supply and return conductors). Use √3 ≈ 1.732 for balanced 3-phase AC circuits.
  • I — The load current in Amperes (A). For motor loads, use the full-load amp (FLA) rating from the nameplate.
  • ρ — The resistivity of the conductor material at the reference temperature. For copper: 0.017241 Ω·mm²/m. For aluminum: 0.026500 Ω·mm²/m.
  • L — The one-way cable length in metres. The return conductor is already accounted for by the factor K.
  • A — The cross-sectional area of the conductor in square millimetres (mm²).

Once you know the voltage drop, the voltage available at the load is: Vload = Vsource − Vdrop. The power wasted in the cable is: Ploss = I² × R, where R is the total wire resistance.


How to Use This Calculator

This tool provides three separate calculation modes. Select the tab that matches your situation:

Mode 1 — Find Voltage Drop

Use this mode when you already know your wire size and cable length and want to find out how much voltage is lost. Enter the source voltage, load current, cable length, wire material, wire size, system type, and conductor temperature. The calculator returns the voltage drop in volts, the drop as a percentage, the voltage at the load, the total wire resistance, and the power wasted in the cable.

Mode 2 — Maximum Cable Length

Use this mode when you have a specific wire size and need to know how far you can run the cable before the voltage drop exceeds an acceptable limit. Enter your source voltage, load current, maximum acceptable drop percentage, wire size, and other parameters. The calculator returns the maximum one-way cable length allowed for that combination.

Mode 3 — Minimum Wire Size

Use this mode when you know your cable route length and load current and need to find the smallest wire size that keeps voltage drop within your required limit. The calculator computes the minimum required conductor area and then shows a comparison list of the nearest standard wire sizes with their corresponding voltage drop percentages so you can choose the best fit.

All three modes support both AWG (American Wire Gauge) and IEC mm² wire standards. Toggle between them using the Wire Standard buttons at the top of the calculator.


NEC Voltage Drop Recommendations

The National Electrical Code (NEC) does not legally mandate a specific maximum voltage drop percentage, but it includes informational notes recommending limits for safe and efficient operation. Most electrical inspectors and engineers treat these as practical design standards.

Circuit TypeRecommended Max DropNotes
Branch circuits (NEC 210.19)3%Target for all general wiring
Feeder circuits (NEC 215.2)3%From panel to sub-panel
Combined feeder + branch total5%Overall system limit
Sensitive electronics / telecom1%Strict requirement
LED lighting circuits3%To prevent visible dimming
Motor branch circuits3%To prevent overheating

This calculator displays a compliance badge after every calculation so you can immediately see whether your circuit meets the 3% branch circuit recommendation, falls in the cautionary 3–5% range, or exceeds the 5% combined limit.


Why Conductor Temperature Matters

The electrical resistance of a conductor is not fixed — it increases with temperature. A copper wire running at 75 °C has significantly higher resistance than the same wire at the standard reference temperature of 20 °C. If you calculate voltage drop using the 20 °C resistivity value but your wires are actually running at 75 °C, your result will be optimistic and potentially unsafe.

This calculator corrects resistivity for temperature using the standard formula:

ρT = ρ20 × (1 + α × (T − 20))

Where α is the temperature coefficient of resistivity: 0.00393 per °C for copper and 0.00403 per °C for aluminum. You can enter conductor temperature in either Celsius or Fahrenheit and the calculator converts automatically.

For most NEC compliance calculations, 75 °C is the standard reference temperature, as it corresponds to the typical rating of common insulation types such as THHN and THWN-2.


Copper vs Aluminum Wire

Choosing between copper and aluminum conductors affects both the voltage drop and the cost of your installation.

PropertyCopperAluminum
Resistivity at 20 °C0.01724 Ω·mm²/m0.02650 Ω·mm²/m
Conductivity relative to copper100%~61%
Temperature coefficient (α)0.00393 / °C0.00403 / °C
WeightHeavier~30% lighter
CostHigherLower
Common applicationsBranch circuits, household wiring, motorsService entrance, feeder cables, utility lines

Because aluminum has roughly 61% the conductivity of copper, an aluminum wire must have a larger cross-sectional area to carry the same current with the same voltage drop. In practice, you typically need to go up one or two AWG sizes (or the equivalent in mm²) when switching from copper to aluminum.


AWG vs IEC Wire Size Standards

Two wire sizing standards are in common use worldwide. This calculator supports both:

AWG — American Wire Gauge

AWG is used primarily in North America. The numbering runs counter-intuitively — a lower AWG number means a larger, thicker wire. AWG 4 is much thicker than AWG 14. The system ranges from AWG 40 (extremely fine wire) down through AWG 4/0, and then continues with large conductors designated in kcmil (thousands of circular mils).

IEC mm² — International Standard

The IEC system, used throughout Europe, Asia, Australia, and most of the rest of the world, designates wire size directly by its cross-sectional area in square millimetres. Larger numbers always mean thicker wires. Common household sizes include 1.5 mm², 2.5 mm², 4 mm², and 6 mm².

AWG SizeArea (mm²)Nearest IEC Size
AWG 142.082.5 mm²
AWG 123.314.0 mm²
AWG 105.266.0 mm²
AWG 88.3710 mm²
AWG 613.316 mm²
AWG 421.225 mm²
AWG 233.635 mm²
AWG 1/053.550 mm²

DC, Single-Phase, and 3-Phase Circuits

The system type determines how many conductors carry current and therefore how the voltage drop formula is applied.

DC and Single-Phase AC Circuits

In a DC or single-phase AC circuit, current flows from the source to the load through one conductor and returns through another. Both conductors contribute resistance, so the system factor K = 2 is applied to account for both the supply and return conductors. You only need to enter the one-way cable length in the calculator.

3-Phase AC Circuits

In a balanced 3-phase circuit, the three phase conductors share the return path. Because of the 120-degree phase relationship between the three voltages, the effective factor is √3 ≈ 1.732. This means that for the same conductor size, current, and run length, a 3-phase circuit has a lower voltage drop percentage than an equivalent single-phase circuit — one of the key reasons 3-phase power is preferred for large industrial loads.


What Causes High Voltage Drop?

Several factors combine to produce excessive voltage drop. Understanding them helps you design better circuits:

  • Long cable runs — Resistance is directly proportional to length. The longer the cable, the greater the drop.
  • High load current — Voltage drop is proportional to current. A circuit carrying 20 A will have twice the drop of the same circuit at 10 A.
  • Small conductor size — A small cross-section means high resistance per metre. Upsizing the conductor is often the most effective fix.
  • Aluminum conductor — Aluminum has about 54% more resistance than copper for the same cross-section area.
  • High conductor temperature — Resistance increases with temperature. Wires in hot conduit bundles or warm environments drop more voltage.
  • Poor connections — Loose terminals, corroded connectors, and undersized lugs add resistance outside the conductor itself. This extra resistance is not captured by the formula and should be addressed during installation.

How to Reduce Voltage Drop

If your calculation shows an unacceptable voltage drop, there are several practical solutions:

  • Increase wire size — The most common solution. Move to the next larger AWG or mm² size. Use the Min Wire Size mode to find exactly what is needed.
  • Shorten the cable run — Move the power source or distribution panel closer to the load if possible.
  • Raise the supply voltage — A higher source voltage means the same absolute drop is a smaller percentage. Switching from 12 V to 24 V DC, for example, halves the percentage drop for the same load power.
  • Run conductors in parallel — Two conductors of the same size running in parallel effectively double the cross-sectional area and halve the resistance. This is common for large feeder circuits.
  • Use copper instead of aluminum — Switching to copper of the same physical size reduces resistivity by roughly 35%.
  • Reduce load current — Using more efficient equipment with lower current draw directly reduces voltage drop.

Voltage Drop in Solar and Battery Systems

Voltage drop is especially critical in low-voltage DC systems such as solar photovoltaic (PV) arrays, battery banks, and off-grid power systems. Because the operating voltage is low — typically 12 V, 24 V, or 48 V — even a small absolute voltage drop represents a large percentage loss.

For example, a 1 V drop on a 12 V system is an 8.3% loss, far outside the 3% NEC recommendation. The same 1 V drop on a 240 V system is only 0.4%. For this reason, solar and battery system designers often target a voltage drop of 1% or less on high-current charge controller and battery interconnect cables.

Always use this calculator with the DC / Single-Phase setting and enter the one-way cable length between components when designing 12 V, 24 V, or 48 V DC systems.


Voltage Drop in LED Lighting Circuits

LED lighting is highly sensitive to supply voltage variation. Unlike incandescent bulbs, which simply glow a little dimmer with reduced voltage, LED fixtures driven by constant-current drivers can exhibit colour temperature shift, uneven brightness across a run, or premature driver failure when voltage at the fixture falls too far below the rated supply voltage.

For LED strip lighting and long linear runs, a maximum voltage drop of 2–3% is recommended. If your total run exceeds the maximum length at this percentage, consider feeding the strip from both ends, using a higher-voltage LED system (24 V instead of 12 V), or breaking the run into independently fed shorter sections.


Voltage Drop for Motor Circuits

Electric motors are particularly sensitive to low terminal voltage. Motor torque is proportional to the square of the applied voltage. A 5% voltage drop reduces available torque by approximately 10%, and a 10% drop reduces torque by nearly 19%. This causes motors to draw higher current to compensate, leading to overheating, insulation degradation, and shortened motor life.

For motor branch circuits, NEC recommends keeping voltage drop at the motor terminals to 3% or less under full-load conditions. Use the full-load ampere (FLA) rating from the motor nameplate — not the starting current — for voltage drop calculations during normal operation.


Frequently Asked Questions

Does voltage drop waste energy?

Yes. The power lost in a conductor is P = I² × R, where R is the total wire resistance. This energy is dissipated as heat in the cable and is permanently lost. Reducing voltage drop reduces energy waste and lowers operating costs, which is especially important in long-running industrial, commercial, and solar installations.

Is voltage drop the same as voltage loss?

The terms are used interchangeably in practice. Both refer to the reduction in voltage between the source and the load caused by conductor resistance. Some engineers use "voltage drop" specifically for the conductor loss and "voltage loss" more broadly to include losses at connectors and other components.

Does this calculator include the return conductor?

Yes. The system factor K = 2 for DC and single-phase AC automatically doubles the resistance to account for both the supply conductor and the return conductor. You only need to enter the one-way cable length from source to load — not the total round-trip length.

What if no standard wire size is large enough?

If the minimum required conductor area exceeds the largest size in the AWG or IEC table, the calculator will display a message. In such cases, consider running two or more conductors in parallel, shortening the cable route, raising the supply voltage, or using a larger conductor series such as 350 kcmil or 500 kcmil for service entrance applications.

Can I use this calculator for 3-phase systems?

Yes. Select the "3-Phase AC" option in the System Type dropdown. The calculator applies the √3 factor automatically. Enter the one-way cable length and the per-phase line current flowing in each conductor.

What temperature should I use?

For most NEC calculations in the United States, 75 °C is the standard reference temperature, as it matches the ampacity rating of common insulation types such as THHN and THWN. If you are designing a system in a particularly hot environment or using 90 °C-rated conductors, adjust accordingly. The default 20 °C is the international laboratory reference temperature and gives slightly optimistic results for real operating conditions.

How accurate is this calculator?

This calculator uses the standard resistivity formula with temperature correction and is accurate for resistive DC loads and sinusoidal AC loads at unity power factor. It does not account for inductive reactance (which becomes significant above 100 A or for long runs at high frequencies) or skin effect (negligible at power frequencies for standard conductor sizes). For large industrial systems, consult a licensed electrical engineer for a full impedance-based analysis.


Electrical Safety Notice

This calculator is provided as an educational and planning aid only. All electrical installation work must comply with the applicable local electrical code — such as the NEC in the United States, BS 7671 in the United Kingdom, or AS/NZS 3000 in Australia and New Zealand — and must be performed by a qualified, licensed electrician where required by law.

Voltage drop is only one part of proper circuit design. Conductor ampacity, overcurrent protection sizing, fault current capacity, conduit fill, and terminal ratings must all be verified independently. When in doubt, consult a licensed electrical engineer or electrician before proceeding with any installation.


Voltage Drop Calculator — Supports AWG and IEC mm² wire standards for DC, single-phase, and 3-phase AC systems. Results are based on NEC informational recommendations and standard resistivity values.

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