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KEMI Docs · Circuit Practice

Wire Gauge Selection: AWG vs mm², Ampacity and Voltage Drop

Last updated: 2026-10-04

Wire gauge usually gets picked by feel: this much current, about this thick. On short runs that instinct is mostly right. On longer runs, or at lower voltages, the wire may never get hot and the device still resets because the voltage at the far end is too low. This article covers AWG versus metric (mm²) sizes for electronics and harness wiring, the two sizing criteria (ampacity and voltage drop), how wire choice interacts with connectors and crimp terminals, and the wire-spec details people tend to miss. Building and mains wiring is governed by electrical codes (the NEC in the US, BS 7671 in the UK, IEC 60364 elsewhere) and is outside the scope of this guide.

1

AWG and metric sizes

AWG (American Wire Gauge) runs backwards: larger numbers are thinner. Every 3 gauges doubles the cross-section, and every 6 gauges doubles the diameter (AWG 22 to AWG 19 doubles the area). Most of the world outside North America sizes wire by conductor cross-section in square millimeters, using the IEC 60228 series (0.5, 0.75, 1.0, 1.5, 2.5 mm² and so on), with Japanese JIS sizes such as 0.85, 1.25 and 2.0 mm² also common in Asian supply chains. Exact matches between systems are rare, so you convert to the nearest size, rounding up.

AWGDiameter (in / mm)Area (mm²)Nearest metricResistance (Ω/1000 ft · mΩ/m, 20 °C)
300.010 / 0.250.05—103 · 338
280.013 / 0.320.08—64.7 · 212
260.016 / 0.400.13—40.7 · 134
240.020 / 0.510.200.2 mm²25.6 · 84
220.025 / 0.640.330.34 mm²16.1 · 53
200.032 / 0.810.520.5 mm²10.1 · 33
180.040 / 1.020.820.75 mm² (smaller) / 1.0 mm²6.4 · 21
160.051 / 1.291.311.5 mm² (1.25 JIS)4.0 · 13
140.064 / 1.632.082.5 mm² (2.0 JIS)2.5 · 8.3
120.081 / 2.053.314 mm² (3.5 JIS)1.6 · 5.2
100.102 / 2.595.266 mm² (5.5 JIS)1.0 · 3.3

Diameter and area are the AWG definitions for solid wire. Stranded wire of the same area has a slightly larger outside diameter because of the gaps between strands. Resistance is calculated from copper resistivity (0.0172 Ω·mm²/m at 20 °C) and rises about 0.39% per °C, so wire running at 60 °C (140 °F) has about 16% more resistance than at room temperature. The 'nearest metric' column gives the size commonly used as the equivalent; where that metric size is slightly smaller than the AWG size (0.5 mm² for 20 AWG, 0.75 mm² for 18 AWG), step up one size if you are near the limit.

2

Ampacity: what the wire can carry

Ampacity is the current at which the conductor stays below the insulation's temperature rating. The same gauge therefore varies widely with insulation rating (80 °C or 105 °C PVC, 200 °C silicone), ambient temperature, bundling (several current-carrying wires heating each other inside a harness) and whether the enclosure is sealed. Every standard tabulates it differently under different conditions, so rather than memorizing one number it is safer to keep a conservative working rule. Below is the rule we use for internal wiring in small electronic products (single wire, room temperature, runs under about a meter). It is a conservative in-house guideline, not a code value.

AWGOur working limitTypical use
28 to 261 A or lesssignals, sensors, ribbon cable
242 A or lesssmall motors and LEDs, debug cable power
223 A or lessgeneral internal wiring (UL 1007 22 AWG is the most common hookup wire)
205 A or lesspower input, mid-size motors
187 A or lesspower feeds, high-current 5 V
1610 A or less12/24 V power feeds
1415 A or lesshigh-current power, battery leads
1220 A or lessdirect battery connections, inverter input

Derate further when several current-carrying wires are bundled in a harness, inside a sealed enclosure, or in high ambient temperatures. Silicone-insulated high-temperature wire can carry more current at the same gauge, but then the connector or terminal at the end of the wire usually hits its limit first.

3

Voltage drop: at low voltage and long runs, this sets the gauge

In R = ρ × L / A, L is the round-trip length. Current goes out on the positive wire and comes back on the negative (ground) wire, so a device 10 ft away means 20 ft of wire in the calculation. Forgetting this is the most common mistake. A few examples build intuition.

SituationWireRound-trip resistanceDropPercent
12 V LEDs, 5 A, 10 ft (3 m) away18 AWG0.127 Ω0.64 V5.3%
12 V LEDs, 5 A, 10 ft away16 AWG0.080 Ω0.40 V3.3%
12 V LEDs, 5 A, 10 ft away14 AWG0.050 Ω0.25 V2.1%
5 V, 5 A, 3.3 ft (1 m) away22 AWG0.106 Ω0.53 V10.6%
USB 5 V, 2 A, 1 m cable28 AWG power conductors0.425 Ω0.85 V17%

The last row is a problem we see constantly. Cheap USB cables sometimes use 28 AWG power conductors, so at 2 A the cable alone drops 0.85 V. The device gets a little over 4.1 V, charging slows down, and motors or radios reset the board when they kick in. The lower the supply voltage, the bigger the share any given drop takes, so low-voltage, high-current wiring is sized by voltage drop, not ampacity. Allow 2 to 5% of the supply voltage as a typical budget, then confirm against the load's minimum operating voltage.

4

Worked example: wiring a 24 V motor

A 24 V, 4 A motor sits 16 ft (about 5 m) from the control panel. With a 3% drop budget (0.72 V), round-trip resistance must be at most 0.72 / 4 = 0.18 Ω. The round trip is 32 ft, so the wire needs no more than 0.18 / 0.032 = 5.6 Ω per 1000 ft. 18 AWG (6.4 Ω/1000 ft) gives 0.82 V, 3.4%, and fails. 16 AWG (4.0 Ω/1000 ft) gives 0.51 V, 2.1%, and passes with margin. In metric terms the minimum area is 0.96 mm², so 1.0 mm² just passes and 1.5 mm² is comfortable. On ampacity alone, 4 A would be fine on 20 AWG; distance pushed it up two gauges. Motors also draw several times their rated current at startup, so check that the startup dip won't reset the control electronics. We would pick 16 AWG here.

5

Wire, harnesses and connectors

6

Wire-spec details that get missed

7

Common mistakes

8

Practical checklist

  1. Do you know the rated and inrush (peak) current?
  2. Did you calculate voltage drop over the round trip, and is it within 2 to 5% of the supply?
  3. Is there margin above the load's minimum operating voltage?
  4. Does the gauge meet ampacity after derating for bundling, temperature and enclosure?
  5. Does the wire fit the crimp terminal's AWG and insulation-diameter ranges?
  6. Is the connector's per-pin rating respected, or are pins paralleled?
  7. Are insulation voltage and temperature ratings right for the application?
  8. Is the fuse sized to protect the thinnest wire?

FAQ

Is there an exact AWG to mm² formula?

Yes. Diameter d (mm) = 0.127 × 92^((36 − AWG) / 39), and area = π × d² / 4. Commercial metric sizes rarely match exactly, so round up to the next standard size.

Are two wires in parallel the same as one thicker wire?

Electrically yes, since the areas add. The two wires need equal length and identical terminations so current splits evenly, and remember that if one comes loose the other carries everything.

What wire is used in vehicles?

Automotive wiring uses dedicated wire with heat- and oil-resistant insulation, such as SAE J1128 types (GPT, TXL) in North America or ISO 6722 wire elsewhere. Hot areas like the engine bay call for higher temperature classes.

Can wire temperature tell me if the gauge is right?

If the wire surface is uncomfortable to hold at rated load (roughly above 50 °C / 120 °F), go up a size. If a terminal or connector is hotter than the wire, that points to contact resistance, so check the crimp first.

See also

This article summarises the working rules KEMI uses in real design and fabrication work. For production, part datasheets and fab specifications take precedence.