With our watt calculator, you'll have a better understanding of what is Watt's law and the electrical power unit. Would you like to learn how to find watts? What about what connects volts, amps, watts, and ohms? Well, to do that we need to dive in and discover what is the power equation!

If you want to know how the type of current affects how to calculate watts in a circuit, check out our watts to amps calculator.

How do you calculate watts? - Watt's equation

Our calculator is based on the two laws that describe simple electrical circuits. One of them - Watt's law - states that:

Power = Voltage * Current - in symbols: P = V * I.

This power equation, as well as the power unit, were named after James Watt - a Scottish engineer. One watt is the power at which the work performed in one second is equal to one joule:

1W = 1J / 1s

In electrical circuits, one Watt is defined as the rate of work when a current of one ampere flows through a conductor which has an electrical potential difference (voltage) of one volt:

1W = 1V * 1A

So what is power? Power, in an electric circuit, is the rate of transferring electrical energy per unit of time.

Ohm's law: volts, amps, and ohms

Our watt calculator uses a second formula - Ohm's law. It states that:

Voltage = Current * Resistance, or V = I * R

What do those names mean?

Electric Current is a measure of the quantity of charge (electrons) passing through any point of a wire per unit of time. It's SI unit is an ampere [A].

Resistance describes the strength of a given wire to oppose the flow of electrons. The resistance unit is an ohm [Ω].

Voltage is the difference in electric potential between two points of a wire. The SI unit of voltage is a volt [V].

Power, Voltage, Resistance, Current

With Ohm's and Watt's equations you can calculate four variables - power, voltage, resistance and current. If you know the values of two of these variables, you can transform the above equations according to your needs. Underneath we list all of these transformations:

  1. Resistance:
  • R = V / I
  • R = V2 / P
  • R = P / I2
  1. Current:
  • I = V / R
  • I = P / V
  • I = √(P / R)
  1. Voltage:
  • V = I * R
  • V = P / I
  • V = √(P * R)
  1. Power:
  • P = V * I
  • P = V2 / R
  • P = I2 * R

Keep reading to see a couple of examples, where we learn how to find watts, and calculate amps from watts and volts!

Examples of conversion between volts, amps, watts, and ohms

To use our watt calculator, all you need to do is input two numbers, and all the other fields will be filled on their own. But, if you want to learn how to calculate these things by yourself here are some examples that you might find helpful:

Let's consider a 60 Watt light bulb with 120 Volts of electric potential. How to calculate amps from watts and volts? Find the correct formula, and input the numbers in the correct places:

I = P / V = 60 W / 120 V = 0.5 A

Your light bulb needs 0.5 amps of current.

Let's look at another example. A resistor has a voltage of 4 volts and a resistance of 8 ohms. How to find watts? You need to combine both Ohm's and Watt's law. Then, you will get:

P = V2 / R = (4V)2 / 8Ω = 2 watts

Would you like to challenge yourself a bit? Check out the power factor calculator to find out more about the power equation and wattage!

Julia Żuławińska