WIRE·FILL·CHARTNEC 2023 · CH. 9
DOC · DEFINITION

What is kcmil and How is it Used?

kcmil = thousands of circular mils, the US unit for conductor cross-sectional area above 4/0 AWG. Used for 250, 300, 400, 500, 750, and 1000-size feeders.

·2 MIN READ·EDITORIAL

kcmil is the US unit for conductor cross-sectional area at sizes larger than 4/0 AWG. The acronym stands for thousand circular mils.

Where it's used in NEC

NEC sizes conductors as AWG up to 4/0 (211,600 CM), then switches to kcmil:

Size Area (CM) Area (in²)
4/0 AWG 211,600 0.166
250 kcmil 250,000 0.196
300 kcmil 300,000 0.236
350 kcmil 350,000 0.275
400 kcmil 400,000 0.314
500 kcmil 500,000 0.393
600 kcmil 600,000 0.471
750 kcmil 750,000 0.589
1000 kcmil 1,000,000 0.785

What does "circular mil" mean?

1 mil = 0.001 inch (a unit used in the wire industry). The "circular mil" is the area of a circle with a 1-mil diameter. For a round conductor of diameter D mils:

Area in CM = D²

So a conductor 500 mils in diameter has 250,000 CM = 250 kcmil of conductor area.

kcmil → in² for NEC Table 5 fill

NEC Chapter 9 Table 5 lists THHN areas in in² for fill purposes. The conversion from kcmil to in² for round bare conductor:

in² = kcmil × π / 4 / 1,000,000

But THHN/THWN-2 has insulation that adds to the cross-section. NEC Table 5 gives the insulated dimension:

kcmil THHN in² (with insulation)
250 0.3970
350 0.5242
500 0.7073
750 1.0496
1000 1.3478

These are what feed the wire fill chart and the conduit fill calculator.

Common applications

  • 250 kcmil: 200A service entrance feeders, often aluminum
  • 350 kcmil: 300A or large industrial sub-panel feeders
  • 500 kcmil: 400A service entrance (single-conductor approach)
  • 600 kcmil: 400A copper service, large motor circuits
  • 750 kcmil: Service entrance for buildings up to 600A
  • 1000 kcmil: Large feeders, parallel installations rare beyond this

Related

FIG. 99

FAQ

Thousand (k) Circular Mils. One circular mil = the area of a 1-mil-diameter (0.001-inch) circle. A 250 kcmil conductor has 250,000 CM of cross-sectional area.

FIG. 98

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