**kW to Amps Calculator**

Kilowatts (kW) and ampere (A) both are essential parameters of an electrical circuit. Many a time we know the kW rating of a load and we are required to get an ampere rating. In this article, we will learn how to calculate the ampere load of ac supply from the kW rating. Also by using **kW to amps calculator **we easily calculate amps from kW. This calculator also called **3 phase power calculator kW to amps**.

## AC single phase kilowatts to amps calculation

Watt is the parameter to calculate how much power is consumed by a load and how much power can be delivered to a circuit. If for any single-phase ac circuit power kW is known then using the following formula and calculation we can easily calculate the amperage and also, we can obtain the same result from the above **KW to the amps calculator**.

P (KW) = √3* *V_{L-N}* * I * Cosθ /1000

I= P(KW)*1000/ √3* *V_{L-N}* * Cosθ

where V= Phase voltage;

P= Power or load in kw;

Cosθ = Power factor ;*V_{L-N}* =Phase to line voltage ;

Example: For 2 kW single phase ac supply and voltage (phase to neutral)= 230v and PF= 0.9

I= P(KW)*1000/ √3* V * Cosθ

I= 2*1000/ √3 *230*.9= 9.66 AMP

Hence **2KW = 9.66 AMP** **single phase ac supply** ;

## AC three phase kilowatts to amps calculation

Similarly, in the case of AC three-phase supply if watt is known then ampere rating can be calculated as follow the same result can be found using above **3 phase power calculator kW** **to amps** :

P (KW) = √3**V*_{L-L} * I * Cosθ /1000

I= P(KW)*1000/ √3* *V*_{L-L} * Cosθ *V*_{L-L}= line voltage

P= Power or load in kw;

Cosθ = Power factor ;*V*_{L-L} =Phase to Phase voltage ;

Example: For 2 kW three-phase ac supply and line voltage (Phase to phase)= 415v and PF= 0.9

I= P(KW)*1000/ √3* *V*_{L-L} * Cosθ ;

I= 2*1000/ √3 *415*0.9 = 5.5 A

Hence **2kw= 3.09 Amp AC three phase**

## AC three-phase supply with line to neutral voltage calculation

In the case of AC three-phase supply if watt and phase to neutral voltage is known then ampere rating can be calculated as follow :

P (kW) = 3*VL-N * I * Cosθ /1000 ;

I= P(kW)*1000/ 3**V_{L-N} ** Cosθ

P= Power or load in kw;

Cosθ = Power factor ;*V_{L-N}* =Phase to neutral voltage ;

Example: For 2 kW three-phase ac supply and Phase voltage (Phase to neutral)= 230v and PF= 0.9

I= P(kW)*1000/ 3**V_{L-N} ** Cosθ ;

I=2*1000/3*230*0.9= 3.21 Amp ;

## DC kilowatts to amps (kW to amps chart)

KILO WATT | AMPS AT 110V DC | AMPS AT 220V DC |

1.0 kW | 9.09 A | 4.55 A |

2.0 kW | 18.18 A | 9.09 A |

3.0 kW | 27.27 A | 13.64 A |

4.0 kW | 36.36 A | 18.18 A |

7.5 kW | 68.18 A | 34.09 A |

11.0 kW | 100.00 A | 50.00 A |

15.0 kW | 136.36 A | 68.18 A |

18.5 kW | 168.18 A | 84.09 A |

22.0 kW | 200.00 A | 100.00 A |

30.0 kW | 272.73 A | 136.36 A |

37.0 kW | 336.36 A | 168.18 A |

45.0 kW | 409.09 A | 204.55 A |

55.0 kW | 500.00 A | 250.00 A |

75.0 kW | 681.82 A | 340.91 A |

90.0 kW | 818.18 A | 409.09 A |

110.0 kW | 1000.00 A | 500.00 A |

Single phase kilowatts to amps (kW to amps chart) at a P.F. of 0.95

KILOWATT | AMPS AT 120VAC | AMPS AT 220VAC | AMPS AT 230VAC |

1.0 kW | 8.77 A | 4.78 A | 4.58 A |

1.1 kW | 9.65 A | 5.26 A | 5.03 A |

1.5 kW | 13.16 A | 7.18 A | 6.86 A |

2.0 kW | 17.54 A | 9.57 A | 9.15 A |

2.2 kW | 19.30 A | 10.53 A | 10.07 A |

3.0 kW | 26.32 A | 14.35 A | 13.73 A |

4.0 kW | 35.09 A | 19.14 A | 18.31 A |

5.5 kW | 48.25 A | 26.32 A | 25.17 A |

7.5 kW | 65.79 A | 35.89 A | 34.32 A |

11.0 kW | 96.49 A | 52.63 A | 50.34 A |

15.0 kW | 131.58 A | 71.77 A | 68.65 A |

18.5 kW | 162.28 A | 88.52 A | 84.67 A |

22.0 kW | 192.98 A | 105.26 A | 100.69 A |

30.0 kW | 263.16 A | 143.54 A | 137.30 A |

37.0 kW | 324.56 A | 177.03 A | 169.34 A |

45.0 kW | 394.74 A | 215.31 A | 205.95 A |

55.0 kW | 482.46 A | 263.16 A | 251.72 A |

75.0 kW | 657.89 A | 358.85 A | 343.25 A |

90.0 kW | 789.47 A | 430.62 A | 411.90 A |

110.0 kW | 964.91 A | 526.32 A | 503.43 A |

132.0 kW | 1157.89 A | 631.58 A | 604.12 A |

160.0 kW | 1403.51 A | 765.55 A | 732.27 A |

200.0 kW | 1754.39 A | 956.94 A | 915.33 A |

250.0 kW | 2192.98 A | 1196.17 A | 1144.16 A |

315.0 kW | 2763.16 A | 1507.18 A | 1441.65 A |

355.0 kW | 3114.04 A | 1698.56 A | 1624.71 A |

400.0 kW | 3508.77 A | 1913.88 A | 1830.66 A |

500.0 kW | 4385.96 A | 2392.34 A | 2288.33 A |

560.0 kW | 4912.28 A | 2679.43 A | 2562.93 A |

630.0 kW | 5526.32 A | 3014.35 A | 2883.30 A |

710.0 kW | 6228.07 A | 3397.13 A | 3249.43 A |

800.0 kW | 7017.54 A | 3827.75 A | 3661.33 A |

900.0 kW | 7894.74 A | 4306.22 A | 4118.99 A |

1000.0 kW | 8771.93 A | 4784.69 A | 4576.66 A |

## Three phase kilowatts to amps (kW to amps chart) at a P.F. of 0.95

KILO WATT | AMPS AT 208V AC | AMPS AT 280V AC | AMPS AT 415V AC | AMPS AT 440V AC | AMPS AT 690V AC |

1.0 kW | 2.76 A | 2.17 A | 1.46 A | 1.38 A | 0.88 A |

1.1 kW | 3.04 A | 2.39 A | 1.61 A | 1.52 A | 0.97 A |

1.5 kW | 4.14 A | 3.26 A | 2.20 A | 2.07 A | 1.32 A |

2.0 kW | 5.53 A | 4.34 A | 2.93 A | 2.76 A | 1.76 A |

2.2 kW | 6.08 A | 4.78 A | 3.22 A | 3.04 A | 1.94 A |

3.0 kW | 8.29 A | 6.51 A | 4.39 A | 4.14 A | 2.64 A |

4.0 kW | 11.05 A | 8.68 A | 5.86 A | 5.53 A | 3.52 A |

5.5 kW | 15.19 A | 11.94 A | 8.05 A | 7.60 A | 4.84 A |

7.5 kW | 20.72 A | 16.28 A | 10.98 A | 10.36 A | 6.61 A |

11.0 kW | 30.39 A | 23.88 A | 16.11 A | 15.19 A | 9.69 A |

15.0 kW | 41.44 A | 32.56 A | 21.97 A | 20.72 A | 13.21 A |

18.5 kW | 51.11 A | 40.16 A | 27.09 A | 25.55 A | 16.29 A |

22.0 kW | 60.78 A | 47.75 A | 32.22 A | 30.39 A | 19.38 A |

30.0 kW | 82.88 A | 65.12 A | 43.93 A | 41.44 A | 26.42 A |

37.0 kW | 102.21 A | 80.31 A | 54.19 A | 51.11 A | 32.59 A |

45.0 kW | 124.31 A | 97.67 A | 65.90 A | 62.16 A | 39.64 A |

55.0 kW | 151.94 A | 119.38 A | 80.55 A | 75.97 A | 48.44 A |

75.0 kW | 207.19 A | 162.79 A | 109.84 A | 103.59 A | 66.06 A |

90.0 kW | 248.63 A | 195.35 A | 131.80 A | 124.31 A | 79.27 A |

110.0 kW | 303.88 A | 238.76 A | 161.09 A | 151.94 A | 96.89 A |

132.0 kW | 364.65 A | 286.51 A | 193.31 A | 182.33 A | 116.27 A |

160.0 kW | 442.00 A | 347.29 A | 234.32 A | 221.00 A | 140.93 A |

200.0 kW | 552.50 A | 434.11 A | 292.89 A | 276.25 A | 176.16 A |

250.0 kW | 690.63 A | 542.64 A | 366.12 A | 345.32 A | 220.20 A |

315.0 kW | 870.19 A | 683.72 A | 461.31 A | 435.10 A | 277.45 A |

355.0 kW | 980.70 A | 770.55 A | 519.89 A | 490.35 A | 312.69 A |

400.0 kW | 1105.01 A | 868.22 A | 585.79 A | 552.50 A | 352.32 A |

500.0 kW | 1381.26 A | 1085.28 A | 732.23 A | 690.63 A | 440.40 A |

560.0 kW | 1547.01 A | 1215.51 A | 820.10 A | 773.51 A | 493.25 A |

630.0 kW | 1740.39 A | 1367.45 A | 922.62 A | 870.19 A | 554.91 A |

710.0 kW | 1961.39 A | 1541.09 A | 1039.77 A | 980.70 A | 625.37 A |

800.0 kW | 2210.02 A | 1736.44 A | 1171.58 A | 1105.01 A | 704.64 A |

900.0 kW | 2486.27 A | 1953.50 A | 1318.02 A | 1243.14 A | 792.72 A |

1000.0 kW | 2762.52 A | 2170.55 A | 1464.47 A | 1381.26 A | 880.80 A |

**Conclusion**

So, through this article “**kW to Amps Calculator**” we can find amperage from kilowatts if we know the voltage of the circuit using electrcial Watt’s law. that states that current = power ÷ voltage. In Watt’s Law, power is measured in watts and voltage is measured in volts. The formula will solve for current in amp.

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