# Kiloamperes to Amperes Conversion

Enter the electric current in kiloamperes below to get the value converted to amperes.

**Results in Amperes:**

## How to Convert Kiloamperes to Amperes

To convert a kiloampere measurement to an ampere measurement, multiply the electric current by the conversion ratio.

Since one kiloampere is equal to 1,000 amperes, you can use this simple formula to convert:

The electric current in amperes is equal to the kiloamperes multiplied by 1,000.

**For example,**here's how to convert 5 kiloamperes to amperes using the formula above.

### How Many Amperes are in a Kiloampere?

There are **1,000** amperes in a kiloampere, which is why we use this value in the formula above.

1 kA = 1,000 A

Kiloamperes and amperes are both units used to measure electric current. Keep reading to learn more about each unit of measure.

## Kiloamperes

One kiloampere is equal to 1,000 amperes, which are the electrical current equal to the flow of one coulomb per second.

The kiloampere is a multiple of the ampere, which is the SI base unit for electric current. In the metric system, "kilo" is the prefix for 10^{3}. A kiloampere is sometimes also referred to as a kiloamp. Kiloamperes can be abbreviated as *kA*; for example, 1 kiloampere can be written as 1 kA.

## Amperes

The ampere, commonly referred to as an "amp," is the electrical current constant equal to the flow of one coulomb per second.

The ampere was previously defined as a constant current that when passed through two straight and parallel conductors that are spaced one meter apart, will produce a force equal to 0.0000002 newtons per meter of length.

In 2019, the ampere was redefined as the electric current corresponding to the flow of 1/(1.602 176 634 × 10^{-19}) elementary charges per second.^{[1]}

The ampere is the SI base unit for electric current in the metric system. An ampere is sometimes also referred to as an amp. Amperes can be abbreviated as *A*; for example, 1 ampere can be written as 1 A.

Ohm's Law states the current between two points on a conductor is proportional to the voltage and inversely proportional to the resistance. Using Ohm's Law, it's possible to express the current in amperes as an expression using resistance and voltage.

I_{A} = V_{V}R_{Ω}

The current in amperes is equal to the potential difference in volts divided by the resistance in ohms.

## Kiloampere to Ampere Conversion Table

Kiloamperes | Amperes |
---|---|

0.001 kA | 1 A |

0.002 kA | 2 A |

0.003 kA | 3 A |

0.004 kA | 4 A |

0.005 kA | 5 A |

0.006 kA | 6 A |

0.007 kA | 7 A |

0.008 kA | 8 A |

0.009 kA | 9 A |

0.01 kA | 10 A |

0.02 kA | 20 A |

0.03 kA | 30 A |

0.04 kA | 40 A |

0.05 kA | 50 A |

0.06 kA | 60 A |

0.07 kA | 70 A |

0.08 kA | 80 A |

0.09 kA | 90 A |

0.1 kA | 100 A |

0.2 kA | 200 A |

0.3 kA | 300 A |

0.4 kA | 400 A |

0.5 kA | 500 A |

0.6 kA | 600 A |

0.7 kA | 700 A |

0.8 kA | 800 A |

0.9 kA | 900 A |

1 kA | 1,000 A |

## References

- International Bureau of Weights and Measures, The International System of Units, 9th Edition, 2019, https://www.bipm.org/utils/common/pdf/si-brochure/SI-Brochure-9.pdf