Welcome to our “Volts to kW Calculator” page, where you can quickly and accurately convert volts to kilowatts with ease. Whether you’re an electrical engineer, a homeowner, or a business owner, this tool will help you perform voltage to kW conversions effortlessly. Simply input the voltage and current values, and our user-friendly calculator will provide you with the corresponding power in kilowatts. Say goodbye to manual calculations and simplify your electrical power assessments with our Volts to kW Calculator. Start converting now and streamline your energy-related tasks!

## What is a Volts to kW Calculator?

A Volts to kW Calculator is a tool used to convert electrical power from volts (V) to kilowatts (kW). It helps to determine the power consumption or generation capacity of electrical devices or systems. Electrical power is typically measured in watts (W), but when dealing with large power values, kilowatts (kW) are commonly used for convenience.

The formula to convert electrical power from volts (V) and current (I) to kilowatts (kW) is as follows:

P(kW) = V(V) × I(A) / 1000

Where: P(kW) = Power in kilowatts V(V) = Voltage in volts I(A) = Current in amps

The calculator takes the input values of voltage and current, and using the formula above, it calculates the corresponding power in kilowatts. This is particularly useful for understanding the energy requirements of electrical devices, determining the capacity of electrical generators or power sources, and for evaluating power consumption in electrical systems.

In certain cases, such as when dealing with AC power in single-phase or three-phase systems, the power factor (PF) might need to be considered. The power factor is a dimensionless value between 0 and 1 that represents the phase difference between the voltage and current waveforms. In these cases, the formula for calculating power in kilowatts becomes:

For AC Single Phase: P(kW) = PF × I(A) × V(V) / 1000

For AC Three Phase: P(kW) = √3 × PF × I(A) × VL-L(V) / 1000

Where: PF = Power factor VL-L(V) = Line-to-line RMS voltage in volts (applicable only for three-phase systems)

Using a Volts to kW Calculator can save time and avoid manual calculations, especially when dealing with complex electrical systems or a large number of electrical devices. It is commonly used in electrical engineering, power distribution, renewable energy projects, and various industrial applications where understanding power requirements and energy consumption is critical.

## How does this Volts to kW Calculator work?

Imagine you have some electrical equipment or devices, and you want to know how much power they consume or generate. This calculator helps you find that out.

Here’s how you can use the calculator:

**Select Current Type:**The first thing you need to do is choose the type of electrical current you are dealing with. You can choose from three options: DC (Direct Current), AC – Single Phase (Alternating Current – Single Phase), or AC – Three Phase (Alternating Current – Three Phase).**Enter Voltage and Current:**Now, you need to enter two values: the voltage (V) and the current (A). Voltage is like the pressure of the electricity, and current is how much electricity flows through the device.**Enter Power Factor (optional):**If you are dealing with AC power and you know the power factor, you can enter it. The power factor helps account for the efficiency of the electrical system. If you don’t know the power factor, you can leave it as 1.0.**Calculate:**Once you have entered the voltage, current, and power factor (if applicable), click the “Calculate” button.**Result:**The calculator will then show you the power in kilowatts (kW). Kilowatts are just a way of measuring large amounts of power.**Reset (optional):**If you want to calculate for different values, you can click the “Reset” button to clear the inputs.

### How the Calculator Works:

The calculator uses simple formulas based on the type of current you selected:

- For DC: P(kW) = V(V) × I(A) / 1000
- For AC Single Phase: P(kW) = PF × I(A) × V(V) / 1000
- For AC Three Phase: P(kW) = √3 × PF × I(A) × VL-L(V) / 1000

PF stands for Power Factor, and VL-L(V) is the line-to-line voltage for three-phase systems. The calculator automatically adjusts the formulas based on the current type you selected and whether you entered the power factor or not.

That’s it! With this calculator, you can quickly find out the power usage or generation capacity of electrical devices, helping you make informed decisions about energy consumption and electrical system design.

## Table showing the volts to kw (DC volt)

Volts (V) | Kilowatts (kW) |
---|---|

100 | 0.1 |

200 | 0.2 |

300 | 0.3 |

400 | 0.4 |

500 | 0.5 |

600 | 0.6 |

700 | 0.7 |

800 | 0.8 |

900 | 0.9 |

1000 | 1 |

1100 | 1.1 |

1200 | 1.2 |

1300 | 1.3 |

1400 | 1.4 |

1500 | 1.5 |

1600 | 1.6 |

1700 | 1.7 |

1800 | 1.8 |

1900 | 1.9 |

2000 | 2 |

2100 | 2.1 |

2200 | 2.2 |

2300 | 2.3 |

2400 | 2.4 |

2500 | 2.5 |

2600 | 2.6 |

2700 | 2.7 |

2800 | 2.8 |

2900 | 2.9 |

3000 | 3 |

3100 | 3.1 |

3200 | 3.2 |

3300 | 3.3 |

3400 | 3.4 |

3500 | 3.5 |

3600 | 3.6 |

3700 | 3.7 |

3800 | 3.8 |

3900 | 3.9 |

4000 | 4 |

4100 | 4.1 |

4200 | 4.2 |

4300 | 4.3 |

4400 | 4.4 |

4500 | 4.5 |

## Table showing the volts to kw (AC single-phase volts to kilowatts)

Volts (V) | Kilowatts (kW) |
---|---|

100 | 0.1 |

110 | 0.121 |

120 | 0.144 |

130 | 0.169 |

140 | 0.196 |

150 | 0.225 |

160 | 0.256 |

170 | 0.289 |

180 | 0.324 |

190 | 0.361 |

200 | 0.4 |

210 | 0.441 |

220 | 0.484 |

230 | 0.529 |

240 | 0.576 |

250 | 0.625 |

260 | 0.676 |

270 | 0.729 |

280 | 0.784 |

290 | 0.841 |

300 | 0.9 |

310 | 0.961 |

320 | 1.024 |

330 | 1.089 |

340 | 1.156 |

350 | 1.225 |

360 | 1.296 |

370 | 1.369 |

380 | 1.444 |

390 | 1.521 |

400 | 1.6 |

410 | 1.681 |

420 | 1.764 |

430 | 1.849 |

440 | 1.936 |

450 | 2.025 |

460 | 2.116 |

470 | 2.209 |

480 | 2.304 |

490 | 2.401 |

500 | 2.5 |

510 | 2.601 |

520 | 2.704 |

530 | 2.809 |

540 | 2.916 |

## Table showing the volts to kw (AC three phase volts to kilowatts)

Volts (VL-L) | Kilowatts (kW) |
---|---|

100 | 0.1732 |

110 | 0.1905 |

120 | 0.2078 |

130 | 0.2251 |

140 | 0.2424 |

150 | 0.2597 |

160 | 0.277 |

170 | 0.2943 |

180 | 0.3116 |

190 | 0.3289 |

200 | 0.3462 |

210 | 0.3635 |

220 | 0.3808 |

230 | 0.3981 |

240 | 0.4154 |

250 | 0.4327 |

260 | 0.45 |

270 | 0.4673 |

280 | 0.4846 |

290 | 0.5019 |

300 | 0.5192 |

310 | 0.5365 |

320 | 0.5538 |

330 | 0.5711 |

340 | 0.5884 |

350 | 0.6057 |

360 | 0.623 |

370 | 0.6403 |

380 | 0.6576 |

390 | 0.6749 |

400 | 0.6922 |

410 | 0.7095 |

420 | 0.7268 |

430 | 0.7441 |

440 | 0.7614 |

450 | 0.7787 |

460 | 0.796 |

470 | 0.8133 |

480 | 0.8306 |

490 | 0.8479 |

500 | 0.8652 |

510 | 0.8825 |

520 | 0.8998 |

530 | 0.9171 |

540 | 0.9344 |

## How many kW is 220 volts?

To calculate the power in kilowatts (kW) for 220 volts, we need to know the current (in amps) flowing through the circuit or device. The power depends on both voltage and current. If we have the current value, we can use the formula:

Power (kW) = Voltage (V) × Current (A) / 1000

Without the current value, we cannot determine the power in kilowatts accurately. So, if you provide the current value in amps, I can help you calculate the power in kilowatts for 220 volts.

Suppose the Current is 78A, then the power will be

220V x 78 / 1000 = 17.16 Kw. So, the

## How do you convert 3 phase to kW?

To convert three-phase electrical power to kilowatts (kW), you’ll need to consider the power factor (PF) and the line-to-line voltage (VL-L) in addition to the current (I) in amps. The formula for converting three-phase power to kilowatts is as follows:

P(kW) = √3 × PF × I(A) × VL-L(V) / 1000

Where: P(kW) = Power in kilowatts √3 ≈ 1.732 (square root of 3, used for three-phase calculations) PF = Power factor (a dimensionless value between 0 and 1) I(A) = Current in amps VL-L(V) = Line-to-line RMS voltage in volts

To convert three-phase power to kW, you’ll need to know the line-to-line voltage (VL-L) and the power factor (PF). If the power factor is not given, you can assume it to be 1.0 (unity) for a conservative estimate.

For example, if you have a three-phase system with a line-to-line voltage of 400 volts and a current of 50 amps, and the power factor is 0.9, you can calculate the power in kilowatts as follows:

P(kW) = √3 × 0.9 × 50 A × 400 V / 1000 P(kW) ≈ 1.732 × 0.9 × 50 A × 400 V / 1000 P(kW) ≈ 1.732 × 0.9 × 20,000 / 1000 P(kW) ≈ 31.16 kW

So, in this example, the three-phase power is approximately 31.16 kilowatts (kW) when the line-to-line voltage is 400 volts, the current is 50 amps, and the power factor is 0.9.

## What is the formula of kW?

The formula for calculating kilowatts (kW) is:

Power (kW) = Voltage (V) × Current (I) / 1000

Where:

- Power (kW) is the power in kilowatts.
- Voltage (V) is the voltage in volts.
- Current (I) is the current in amps.

This formula is used to convert electrical power from volts and current to kilowatts. It is commonly used in electrical engineering and power calculations to measure the power consumption or generation capacity of electrical devices, equipment, or systems. The division by 1000 is necessary to convert watts (W) to kilowatts (kW) since 1 kilowatt is equal to 1000 watts.

## FAQs

### In a DC circuit, the voltage is 36 volts, and the current is 6 amps. What is the power in kilowatts?

To calculate the power in kilowatts (kW) for a DC circuit, we use the formula: Power (kW) = Voltage (V) × Current (I) / 1000 Given: Voltage (V) = 36 volts Current (I) = 6 amps

Now, let’s plug in the values into the formula: Power (kW) = 36 V × 6 A / 1000 Power (kW) = 216 / 1000 Power (kW) = 0.216 kW

So, in this DC circuit, the power is 0.216 kilowatts (kW).

### You are setting up a small data center for your business. The power supply for your servers is rated at 220 volts. How do you calculate the total power consumption of the servers in kilowatts (kW)?

To calculate the total power consumption of the servers in kilowatts (kW) for your small data center, you need to know the total current drawn by all the servers and the power factor (PF) of the servers if they are using AC power. Here’s how you can do it:

1st step: Determine the total current (I) drawn by all the servers in amperes (A).

- If you have information about the individual currents of each server, simply add them up.
- If you only have the total power rating of all servers in kilowatts, you can use the formula: Current (I) = Total Power (kW) / Voltage (V) For example, if the total power rating is 10 kW and the voltage is 220 volts: I = 10 kW / 220 V = 0.0455 kA (or 45.5 A)

2nd step: Determine the power factor (PF) of the servers (if applicable).

- Power factor is a dimensionless value between 0 and 1, indicating how effectively the servers utilize the supplied power. If not provided, you can assume a standard power factor of 0.9 for modern data center equipment.

3rd step: Calculate the total power consumption (P) in kilowatts (kW).

- Use the formula: Power (kW) = Voltage (V) × Current (I) × Power Factor (PF) / 1000
- Substitute the values you have collected into the formula to get the total power consumption.

#### Example:

- Voltage (V) = 220 volts
- Total Current (I) = 45.5 amps
- Power Factor (PF) = 0.9

P(kW) = 220 V × 45.5 A × 0.9 / 1000 P(kW) = 9.94 kW

So, the total power consumption of the servers in the small data center is approximately 9.94 kilowatts (kW). Keep in mind that this calculation assumes the servers are using AC power and have a power factor of 0.9. If your servers use a different power factor or there are other devices consuming power in the data center, you may need to consider them in the calculation as well.

* Note: All the content on this page and the “Volts to kW Calculator*“

*are validated by Kenan Baltaci, Bethanie Stadler and Lee Roberts. They checked the algorithm, performance and accuracy of this calculator.*