8.3 Conductor Sizing, Ampacity & Derating

Key Takeaways

  • Ampacity is the maximum current a conductor can carry continuously without exceeding its insulation's rated temperature, governed by resistive (I squared R) heating
  • Conductor material, size (AWG/mm2), insulation temperature rating, ambient temperature, and the number of bundled current-carrying conductors all affect usable ampacity
  • Published ampacity tables assume baseline ambient temperature and conductor-bundling conditions; departing from those baselines requires derating via correction and adjustment factors
  • The general sizing rule: after applying all derating factors, the conductor's derated ampacity must meet or exceed the calculated load current, or a larger conductor must be selected
  • Bundling six current-carrying conductors in one conduit requires an adjustment-factor lookup in PEC Part 1's Chapter 10 derating tables before comparing ampacity to load
Last updated: July 2026

What Is Ampacity?

Ampacity is the maximum current, expressed in amperes, that a conductor can carry continuously under the conditions of use without exceeding its insulation temperature rating. Current flowing through a conductor generates heat through resistive losses, often expressed as I squared R losses — heat generated is proportional to the square of the current times the conductor's resistance. Every insulation system is rated for a maximum continuous operating temperature — common ratings include 60 degrees C, 75 degrees C, and 90 degrees C — and if the heat generated by current flow cannot dissipate fast enough into the surrounding environment, the conductor and its insulation will run hotter than that rating. Insulation that runs chronically above its rated temperature degrades faster, becomes brittle, and loses its ability to safely contain the conductor's energized core, eventually creating a fire or shock hazard. Ampacity, in short, is the ceiling that keeps a conductor's operating temperature within what its insulation was designed to tolerate.

Factors That Affect Ampacity

Several variables determine how much current a given conductor can safely carry:

  • Conductor material. Copper has lower electrical resistivity than aluminum, so a copper conductor of a given cross-sectional size carries more current for the same temperature rise than an aluminum conductor of the same size. Aluminum conductors are lighter and often less expensive, but achieving an equivalent ampacity to copper requires a larger cross-sectional area.
  • Conductor size (AWG/mm2). Conductor size is expressed in the American Wire Gauge (AWG) system for smaller sizes, and in mm2 or kcmil for larger sizes. A larger cross-sectional area gives the conductor lower electrical resistance, which means less heat generated for the same current, so larger conductors carry higher ampacity.
  • Insulation temperature rating. A conductor with 90 degrees C-rated insulation generally carries a higher tabulated ampacity than the same physical conductor with 60 degrees C-rated insulation, because the higher-rated insulation tolerates more heat before degrading.
  • Ambient temperature. Ampacity tables are built around a defined reference ambient temperature. When a conductor is installed in a hotter environment than that reference — an attic, a rooftop conduit run, or a mechanical room — it has less capacity to shed heat into its surroundings, and its usable ampacity must be reduced.
  • Number of current-carrying conductors bundled together. When multiple current-carrying conductors are grouped in the same raceway or cable, each conductor's heat adds to the heat load the others must also dissipate into, and none of them can shed heat as efficiently as a single conductor operating alone. More bundled current-carrying conductors means less usable ampacity for each one.
FactorEffect on Ampacity
Conductor material (copper vs. aluminum)Copper carries higher ampacity than aluminum at the same size
Conductor size (AWG/mm2)Larger cross-sectional area increases ampacity
Insulation temperature ratingHigher-rated insulation (e.g., 90 degrees C vs. 60 degrees C) generally allows higher tabulated ampacity
Ambient temperatureHigher ambient temperature than the table's reference value requires a downward correction
Number of bundled current-carrying conductorsMore bundled conductors than the table's baseline requires a downward adjustment

Why Ampacity Must Be Derated

Published ampacity tables are built around specific baseline assumptions — a defined reference ambient temperature and a limited number of current-carrying conductors bundled together, commonly reflecting conditions similar to a small number of current-carrying conductors in a raceway or cable. When actual field conditions depart from those baseline assumptions — a hotter ambient environment, or more current-carrying conductors bundled into the same raceway than the table assumed — the tabulated ampacity value no longer accurately reflects what the conductor can safely carry in that real installation. The code addresses this by requiring derating: applying a correction factor for ambient temperature, or an adjustment factor for the number of bundled current-carrying conductors, to reduce the table's base ampacity value down to a figure that reflects actual field conditions. Skipping derating in these situations means relying on a number that overstates the conductor's real safe capacity, since it is heat that the published table never accounted for.

The General Sizing Principle

Selecting a conductor correctly follows a consistent workflow:

  1. Calculate the load current the conductor must serve.
  2. Look up the base ampacity for a candidate conductor size and insulation type from PEC Part 1's ampacity tables.
  3. Apply the ambient-temperature correction factor if the installation environment departs from the table's reference temperature.
  4. Apply the adjustment factor for the number of current-carrying conductors bundled in the same raceway or cable, if more than the table's baseline assumption.
  5. Compare the resulting derated ampacity to the calculated load current — the derated ampacity must meet or exceed the load current.

If the derated ampacity falls short, the answer is not to ignore the shortfall — it is to select a larger conductor size, or where practical, split the load across fewer bundled conductors, and repeat the check.

Worked Illustrative Example: Six Bundled Current-Carrying Conductors

Consider an installation where six current-carrying conductors are bundled together inside one conduit — for example, two three-wire branch circuits' worth of current-carrying conductors sharing a single raceway. Because six exceeds the smaller number of current-carrying conductors the base ampacity table assumes, an adjustment factor must be applied before the table's base ampacity value can be compared to the calculated load current. The reasoning proceeds like this: first, find the conductor's base ampacity for its size and insulation type from PEC Part 1's ampacity tables in Chapter 10; second, apply the percentage adjustment factor that Chapter 10's derating tables specify for six current-carrying conductors bundled together, a factor below 100 percent of the base value, since more bundled conductors reduce each one's heat-dissipation capacity; third, compare that adjusted, derated ampacity against the calculated load current. If the derated value still meets or exceeds the load, the conductor size is adequate; if it falls short, the electrician must move up to the next larger conductor size and re-run the same check. This is the general logic tested on the exam — candidates should consult PEC Part 1's ampacity derating tables in Chapter 10 for the actual percentage figures rather than assuming any specific number.

Test Your Knowledge

What does ampacity measure?

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Why does a copper conductor generally have higher ampacity than an aluminum conductor of the same physical size?

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Test Your Knowledge

Why must ampacity be derated when six current-carrying conductors are bundled together in one conduit, compared to the base ampacity table value?

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Test Your Knowledge

After calculating a load's current and applying all applicable derating factors, what must be true of the selected conductor's derated ampacity?

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