Convert Current from Amperes (A) to other units

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Multiple conversions

Ampere Conversion Formulas

Ampere to Microampere Conversion Formula

To convert from Ampere (A) to Microampere (μA), use the following formula:

Microampere A)

= 106× Ampere (A)


Ampere to Milliampere Conversion Formula

To convert from Ampere (A) to Milliampere (mA), use the following formula:

Milliampere (mA)

= 1000× Ampere (A)


Ampere to Kiloampere Conversion Formula

To convert electric current from amperes (A) to kiloamperes (kA), divide by 1,000.

  • kA = A ÷ 1,000

This is a pure SI-prefix shift — kilo always means one thousand — so the conversion is exact in both directions: multiply by 1,000 to go from kA back to A.

Step-by-Step Example

A fault-current study calculates a prospective short-circuit current of 18,500 A at a switchboard. Breaker catalogs list interrupting ratings in kA:

  1. Take the current: 18,500 A
  2. Divide by 1,000: 18,500 ÷ 1,000 = 18.5 kA

A breaker rated 25 kA (= 25,000 A) therefore covers this duty with margin; a 15 kA unit would not.

Quick Reference Table

AkA
1000.1
5000.5
1,0001
6,0006
18,50018.5
50,00050
200,000200

Where Kiloamperes Actually Appear

Everyday electrical work — motor nameplates, cable sizing, fuse selection — stays comfortably in amperes. The kiloampere belongs to the extreme end of the scale, and that is exactly where this conversion matters:

  • Short-circuit and interrupting ratings. Breaking capacity of circuit breakers and the withstand rating of switchgear are specified in kA (for example "Icu = 36 kA"). Fault studies, however, output amperes, so engineers convert results before checking equipment ratings.
  • Lightning protection. Lightning stroke currents run from a few kA to about 200 kA; surge-arrester and down-conductor specifications quote kA test waveforms.
  • Industrial electrochemistry and welding. Aluminum smelter potlines operate at hundreds of kA, and resistance spot welders pulse tens of kA through a joint.

A useful habit when moving between the two: fault currents are usually quoted to one decimal in kA, so carry at least four significant figures in amperes before dividing, or the rounding can hide a rating shortfall.


Ampere to Megaampere Conversion Formula

To convert from Ampere (A) to Megaampere (MA), use the following formula:

Megaampere (MA)

= 1106× Ampere (A)

= 10-6× Ampere (A)

What Is an Ampere (A)?

An Ampere, often shortened to "amp" or A, is the standard base unit used to measure electric current.

It's part of the International System of Units (SI), which is the modern form of the metric system.


What Does an Ampere Measure in Simple Terms?

In practical terms, the Ampere measures the rate of flow of electric charge, or the amount of electrical current.

A common analogy is to compare electricity to water flowing through a pipe. In this scenario, voltage is the water pressure, while the Ampere (or "amp") represents the volume of water flowing past a certain point per second.

A higher amperage means more electrons are flowing.

This is why high-power devices like space heaters, hair dryers, or power tools require a much higher amp rating (e.g., 10-15 amps). In contrast, small devices like LED lights or phone chargers use much less (often 1-2 amps).


The Official Definition of an Ampere

While the practical definition is most straightforward, the official scientific definition was updated in 2019.

Today, the Ampere is defined based on the elementary charge (e), which is the electric charge of a single proton. This value is fixed at exactly 1.602176634 × 10-19 Coulombs.

This modern definition ties the Ampere directly to a fundamental constant of nature, ensuring its stability and precision.

An Ampere represents the flow of one Coulomb of charge (approximately 6.242 x 1018 elementary charges) passing a point in one second.


Who Is the Ampere Named After?

The Ampere is named in honor of André-Marie Ampère (1775-1836), a renowned French physicist and mathematician.

He is widely considered one of the principal founders of the science of electromagnetism, which he termed "electrodynamics."

His most famous contribution is Ampère's circuital law, which mathematically describes the magnetic force between two electrical currents. Naming the unit of current after him recognizes his foundational work in understanding the relationship between electricity and magnetism.