Three AWG is the published row between four gauge and two gauge. Its ampacity and resistance steps on either side are table differences, not a curve you should sketch by hand. For this size, compare the actual Table 310.16 cells at each temperature and each metal rather than interpolating the neighboring rows. This chart does not establish local availability.
If a quote or a pull actually contains three gauge, use these cells, this stranded resistance, and a voltage-drop figure at a stated current. If you only have the even sizes, open the four gauge and two gauge guides and run the calculator there. Availability is not something this chart knows.
The example current of 80 A does not equal any copper temperature cell for 3 AWG. The prefilled calculator uses 240 V, 100 ft one way, 75°C insulation, and 75°C terminals. Those are inputs, not a required circuit.
The selected NEC 240.4(D) column in this tool has no special ceiling for 3 AWG. A blank is not permission to omit overcurrent protection. Table ampacity, the terminal cap, and voltage drop still apply.
Aluminum 3 AWG is listed at 65 A (60°C), 75 A (75°C), and 85 A (90°C), against copper 85 A, 100 A, and 115 A. Stranded resistance at 75°C is 0.403 Ω/kft aluminum and 0.245 Ω/kft copper. The same label is not the same conductor. Some equipment permits copper only.
This chart’s Table 8 row for 3 AWG publishes stranded resistance only (0.245 Ω/kft copper, 0.403 Ω/kft aluminum). The calculator uses that stranded value.
Table 8 lists 7 strands and 52620 circular mils for 3 AWG. The rounded nominal area is 26.67 mm². Bare stranded diameter is 0.26 in, which excludes insulation and is not conduit fill.
| Listing | Copper | Aluminum |
|---|---|---|
| 60°C ampacity (A) | 85 | 65 |
| 75°C ampacity (A) | 100 | 75 |
| 90°C ampacity (A) | 115 | 85 |
| Stranded Ω/kft | 0.245 | 0.403 |
| Solid Ω/kft | — | — |
| Selected 240.4(D) ceiling (A) | — | — |
| Circular mils | 52620 | |
| Rounded mm² | 26.67 | |
| Strands | 7 | |
| Bare diameter (in) | 0.26 | |
For 3 AWG itself, not for whatever size the calculator recommends, Table 8 stranded copper resistance of 0.245 Ω/kft at 75°C gives 3.92 V (1.63% of 240 V) using 2 × I × R × L / 1,000. Reactance is omitted. Displayed volts are rounded to two decimals. The same inputs with stranded aluminum resistance 0.403 Ω/kft give 6.45 V (2.69%). If that percentage is outside the prefilled drop limit, the calculator will name a different size. That is the voltage-drop check, not a second ampacity table.
From 4 AWG to 3 AWG, the 75°C copper listing goes from 85 A to 100 A. Stranded copper resistance at 75°C goes from 0.308 Ω/kft to 0.245 Ω/kft.
From 3 AWG to 2 AWG, the 75°C copper listing goes from 100 A to 115 A. Stranded copper resistance at 75°C goes from 0.245 Ω/kft to 0.194 Ω/kft.
Planning estimate only. Consult local code and a qualified electrician before buying wire or energizing a circuit. Presets are hypothetical loads; this tool does not design motor, PV, battery, appliance, or EV installations.
Sources for these cells: existing Table 310.16 numerical cells in NFPA’s public development record, pp. 142–143 (proposed changes are not treated as adopted code) and NFPA 70 (2017), Chapter 9 Table 8, printed p. 689, in a third-party-hosted copy. The same publication supplies 110.14 (terminals and aluminum), 210.19/215.2 (continuous loads), 240.4(D) (small conductors), 250.24/250.32 (grounding), and 625.41/625.42 (EV loads). Schneider Electric’s voltage-drop formulas support the arithmetic; Table 8 AC results here omit reactance and assume unity power factor. Resistance and geometry are construction- and temperature-specific. Adopted editions and local amendments can differ.
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