Trending

# Wire and Cable Size in AWG Calculator for 1 and 3-Phase Load

## Wire and Cable Size in AWG Calculator for Single and Three-Phase Load

There are multiple factors affecting wire size, including current carrying capacity, voltage drop, ambient temperatures, conductor material, frequency, cable bundling, installation type and method, load type, and local area codes (e.g., NEC and IEC).

If you are familiar with basic electrical calculations and tables, you can manually determine the suitable wire size for electrical wiring installations in both imperial and metric systems with the help of solved examples and related tables. Alternatively, you can use the AWG calculator to perform the same task for wire and cable sizing.

Calculating Wire/Cable Size formula for single Phase Circuits

Wire Circular mils = 2 x ρ x I x L / (%Allowable Voltage drop of source voltage)

Calculating Wire/Cable Size formula for Three Phase Circuits

Wire Circular mils = √3 x 2 x ρ x I x L / (%Allowable Voltage drop of source voltage)

Where;

• ρ = Specific resistance or resistivity of Conductor
• D = Distance in Feet (One way) i.e. ½ the total circuit length

Note: the Value of ρ = Specific resistance or resistivity of Conductor is used here for copper and aluminum is 12.9 and 21.2 respectively at 75°C (167°F).

• Also check the “Good to know” Section right after the calculator

Enter value, And click on calculate. Result will show the required quantity.

 Select and Enter values: Single Phase          Three Phase Select Material: Copper                 Aluminum Voltage: 110 V120 V208 V220 V230 V240 V277 V440 V480 V600 V Distance in Feet, One Way: Total Circuit Amperes (A): Minimum Wire Size:

Good to Know:<

If the wire size is greater than all gauges (i.e 0000 is largest one size of wire in), then electrical engineer measure it in CM, kCM or MCM instead of inches, because inch is a small unit of these kinds of wires. Where;

A circular mil (CM) is a unit of circular area with a diameter of one mil (one thousandth of an inch). It corresponds to 5.067×10-4 mm².

Where:

1000 CM (circular mils) = 1 MCM or 1 kcmil = 0.5067 mm², so 2 kcmil.

It is a unit for referring to the area of a wire with a circular cross section.

Related Calculators

### Electrical Technology

1. carlo says:

Hi thanks for the wonderful information. How can I download that calculator? I am very glad if if you will help me thank you very much

1. Electrical Technology says:

Dear Carlo!
Thanks for appreciation.. We are working on it. and it will be available for both Android and iOS stores… (Very Soon). once again Thanks.

2. vinoth says:

i want to enter value of voltage level !!! as well as current value also !!!

1. Electrical Technology says:

Yes! you can. just check it Here.

3. Khayam says:

Hey I want a formula through which i can find relation between Conductor size and current carrying capacity of it????

4. R K SINGH says:

Dear Sir,
Can you please guide us what will be the copper wire size for installing 5 cassate AC of 4ton each.
regards

5. Jaan Bhittani says:

Dear Sir,
Can you please suggest the cable size/dia as per following.

+ Transformer. 1500kva
+ distance from transformer to plant. 1800 meters
+ ultimate consumption, 250kv..

thanks and best regards.

6. Nestor Asuncion says:

If you have a gauge 4 stranded or solid copper wire, how do you calculate its quantity equivalent of a lesser gauge stranded or solid wire? If I were to strand 10 gauge copper wire (solid or stranded), how many do I need to equal 4 gauge copper wire? Does this calculator able to do this? Is this even possible? I am guessing calculate the total resistance per linear foot and make it equal.

7. Parbath singh says:

Sir iam electrician but not iti chartifacet.all work exp.electrical.and plambing work

8. Yousif Almalallah says:

Dear sir,
Could you please calculate the cable size for the following condition: