Southwire-Style Wire Size Calculator

Estimate conductor size, adjusted ampacity, voltage drop, maximum distance, energy loss, cost, and nearby wire alternatives for AC or DC circuits.

Independent tool. Southwire is a trademark of its respective owner. This application is not affiliated with or endorsed by Southwire.
✓ PASS
10 AWG

Recommended minimum size within the selected search range. Governing condition: Balanced.

Generated 2026-07-21 23:41:34 UTC
Conductor10 AWG Copper
Adjusted ampacity30.0 A
Required ampacity30.0 A
Voltage drop7.04 V / 2.93%
Receiving voltage232.96 V
Maximum distance102.3 ft
Power loss218.7 W
Annual loss cost$65.62
Resistance1.21510 Ω/kft
Wire quantity200.0 ft
Material estimate$0.00
Weight estimate6.3 lb
Ampacity utilization100.0%
Voltage-drop utilization97.8%
The result passes this calculator’s ampacity and voltage-drop checks.

Calculator inputs

Choose a mode, enter circuit details, then calculate. Advanced sections may remain closed for common projects.

Project and calculation profile
Selecting a preset updates common electrical fields.
Electrical system and load
Used for the voltage-drop stress check when motor mode is enabled.
Cable run and conductor selection
Example: 0.5 approximates uniform loading along the route.
Insulation, terminals, and installation method
Ampacity adjustments and advanced safety factors
Voltage-drop design limit
Resistance, reactance, cost, and efficiency options
Leave zero to use the built-in material estimate.
Project notes

Nearby conductor comparison

This table shows nearby sizes using the same material, parallel-set count, adjustment factors, and voltage-drop settings.

Wire sizeAdjusted ampacityAmpacity marginVoltage dropEnd voltagePower lossAnnual loss costStatus
14 AWG 15.0 A -15.0 A 17.60 V
7.34%
222.40 V 552.4 W $165.71 FAIL
12 AWG 20.0 A -10.0 A 11.12 V
4.63%
228.88 V 347.7 W $104.30 FAIL
8 AWG 40.0 A 10.0 A 4.47 V
1.86%
235.53 V 137.5 W $41.25 PASS
6 AWG 55.0 A 25.0 A 2.85 V
1.19%
237.15 V 86.5 W $25.96 PASS

Detailed calculation breakdown

ItemCalculated valueMeaning
Base ampacity30.00 AReference value at the governing terminal/conductor column.
Ambient factor1.000Correction applied for effective ambient temperature.
Conductor-count factor1.000Adjustment applied for current-carrying conductors.
Custom factor1.000User-specified multiplier.
Per-conductor adjusted ampacity30.00 ABase ampacity after correction and adjustment factors.
Total adjusted ampacity30.00 APer-conductor result multiplied by parallel sets.
Required design ampacity30.00 ALoad after continuous, motor, future, and safety allowances.
Design current for drop30.00 ARunning current or motor starting-current stress value.
Effective one-way length100.00 ftLength normalized from one-way or round-trip entry.
Resistance1.215096 Ω/kftEstimated conductor resistance at the modeled temperature.
Reactance0.060000 Ω/kftApproximate installation-dependent reactance.
Total circuit resistance0.243019 ΩResistance used for I²R loss.
Maximum allowed drop7.200 VConfigured percent or volts limit.
Voltage-drop margin0.162 VPositive values remain inside the target.
Load power6,840.0 WApproximate real power at the entered load and power factor.
Loss percentage3.198%Conductor loss compared with estimated load power.
Annual energy loss437.43 kWhPower loss multiplied by annual operating hours.

Formula used

DC circuit

VD = 2 × L × I × R ÷ (1000 × N)

L is one-way distance in feet. I is current. R is resistance in ohms per thousand feet. N is parallel sets.

Single-phase AC circuit

VD = 2 × L × I × (R cosφ + X sinφ) ÷ (1000 × N)

X is reactance. The calculator estimates reactance by installation method unless a custom value is entered.

Three-phase AC circuit

VD = √3 × L × I × (R cosφ + X sinφ) ÷ (1000 × N)

The square-root-of-three factor applies to a balanced three-phase line-to-line voltage-drop calculation.

Voltage-drop percentage

VD% = VD ÷ source voltage × 100

Receiving-end voltage

VR = VS − VD

Power loss

Ploss = I² × Rtotal

Maximum distance

Lmax = VDlimit × 1000 × N ÷ (path factor × I × impedance term)

How to use this calculator

  1. Select whether you need minimum wire size, voltage drop, or maximum circuit distance.
  2. Choose the current type and phase. Enter the nominal voltage, load current, power factor, and frequency.
  3. Enter the cable distance. Confirm whether the number is one-way or the total round-trip conductor length.
  4. Select copper, aluminum, or copper-clad aluminum. Choose a wire size for analysis or a search range for automatic sizing.
  5. Set insulation, terminal temperature, installation method, ambient temperature, and current-carrying conductor count.
  6. Apply continuous-load, motor-load, future-load, rooftop, harmonic, or custom derating options when relevant.
  7. Choose a voltage-drop limit. Three percent is a common design target, but project requirements can differ.
  8. Review the result, warnings, detailed breakdown, and nearby conductor comparison before exporting the report.
Distance reminder: the calculator internally uses one-way source-to-load distance. Select “round-trip” only when your entered length already includes both outgoing and returning conductor paths.

Example data table

These examples demonstrate input combinations only. They are not project-specific recommendations.

ApplicationSystemVoltageCurrentDistanceMaterialDrop target
Residential lightingSingle-phase AC120 V12 A75 ft one-wayCopper3%
Detached garage feederSingle-phase AC240 V60 A150 ft one-wayAluminum3%
Commercial motorThree-phase AC480 V65 A225 ft one-wayCopper3%
Battery inverterDC48 V100 A12 ft one-wayCopper2%
Outdoor lightingSingle-phase AC120 V10 A300 ft one-wayCopper3%
Industrial feederThree-phase AC480 V250 A400 ft one-wayAluminum2%

Wire sizing, ampacity, and voltage-drop guide

Wire size serves more than one purpose

A conductor must carry current without excessive heating. It must also deliver acceptable voltage to connected equipment. These are separate design checks. A wire can pass an ampacity check yet produce excessive voltage drop over a long distance. Another wire can meet a voltage-drop target but remain unsuitable because terminals, insulation, bundling, or ambient heat reduce allowable ampacity.

This calculator evaluates both conditions. It first establishes a required design ampacity. Continuous-load and motor options increase that value. Future-load and safety-margin fields provide additional planning flexibility. The program then applies ambient-temperature correction, conductor-count adjustment, and a custom multiplier to the selected ampacity reference value.

Copper and aluminum behave differently

Copper normally has lower resistance for the same nominal size. Aluminum usually requires a larger conductor, but it can reduce project cost and weight. Aluminum installations need terminals approved for the conductor material. Preparation, antioxidant practices, bending, support, and torque requirements also matter. Product instructions should govern every termination.

Copper-clad aluminum is not modeled as a universal product. Its construction and listing can vary. The calculator therefore uses a conservative interpolation only. Actual manufacturer data should replace that estimate whenever available.

Distance definitions can change results dramatically

Most electrical design tools request one-way source-to-load distance. The voltage-drop equation already includes the return path for DC and single-phase circuits. Entering a round-trip distance as one-way distance doubles the modeled path and exaggerates voltage drop. This page includes an explicit selector to reduce that common error.

Distributed loads require more care. Lighting poles, receptacles, and process loads may be connected at several points. A single end-load assumption can overstate or understate real performance. The distributed-load factor offers a planning approximation, but detailed segment-by-segment analysis remains better for important systems.

Temperature columns and terminals limit ampacity

Insulation may carry a high temperature rating, but connected equipment can impose a lower terminal limit. The calculator uses the lower selected column for base ampacity. A higher insulation rating may still help when applying correction factors, yet it does not automatically permit loading a lower-rated termination above its approved limit.

Voltage-drop limits are design targets

Common design targets include one, two, three, or five percent. Sensitive electronics, low-voltage DC systems, motors, and long feeders may justify tighter limits. The correct target depends on equipment requirements, system function, starting performance, efficiency goals, and local rules. Treat the result as an engineering aid rather than automatic approval.

Parallel conductors need coordinated installation

Parallel sets divide current and reduce effective resistance. Conductors in each set should match in material, size, length, insulation, and termination method. Routing and impedance should remain closely balanced. Residential work rarely uses parallel conductors, and code restrictions can apply. Professional review is appropriate whenever this option becomes necessary.

Energy loss can justify a larger conductor

Voltage drop represents energy dissipated as heat. Larger conductors reduce resistance and annual I-squared-R losses. The financial benefit depends on operating current, duty hours, energy price, and conductor cost. A larger wire can improve efficiency and voltage regulation even when the minimum size already passes.

Final approval belongs to the project authority

Real projects require more than arithmetic. Protection, fault current, conductor insulation, environmental exposure, raceway fill, burial depth, short-circuit withstand, grounding, bonding, motor rules, demand factors, and equipment listings may affect the final design. Verify the latest adopted electrical code, local amendments, manufacturer instructions, and approval requirements before purchasing or installing conductors.

Frequently asked questions

Does this calculator provide an official Southwire recommendation?

No. It is an independent planning tool. Southwire is a trademark of its respective owner. Confirm final selections with current codes, product data, and qualified professionals.

Should I enter one-way or round-trip distance?

Use one-way source-to-load distance in most cases. Select the round-trip option only when your entered number already includes both outgoing and returning conductor lengths.

Why can ampacity pass while voltage drop fails?

A conductor may safely carry current yet have too much resistance over a long route. Voltage-drop sizing often controls long circuits and low-voltage systems.

Why does ambient temperature reduce ampacity?

Hot surroundings limit the conductor’s ability to release heat. Correction factors reduce allowable current so insulation and equipment remain within temperature limits.

Can I use the 90°C column with 75°C terminals?

The terminal limitation generally governs final loading. Higher-rated insulation may support correction-factor calculations, but it does not automatically raise a lower-rated terminal’s permitted ampacity.

What does the motor starting multiplier do?

It applies a temporary higher current to the voltage-drop calculation. This helps reveal starting-voltage concerns but does not replace complete motor-circuit design.

Can the cost estimate include neutral and ground conductors?

Yes. Enable neutral and grounding-conductor quantity options. Enter the cable price per selected length unit to estimate material cost.

Why should I compare the next larger wire?

A larger conductor can reduce voltage drop, heat, and energy cost. The comparison table shows nearby sizes so you can evaluate margin and efficiency.

Safety and compliance notice

Results are planning estimates. Electrical codes, product listings, local amendments, equipment instructions, conductor conditions, and authority requirements can change the acceptable design. Complex systems require professional review. Installation should be completed by qualified persons.

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