How Much Power is Dissipated in the 36 ohm Resistor?

Resistors are essential components of electronic circuits. They are used to limit current flow, drop voltage levels, and dissipate power. One of the critical parameters of a resistor is its power rating, which determines how much power it can safely dissipate without overheating or getting damaged.

In this article, we will focus on a specific resistor with a resistance value of 36 ohms and answer the question, “How much power is dissipated in the 36 ohm resistor?”

Understanding Power Dissipation in Resistors

Before we dive into calculating the power dissipation of a 36-ohm resistor, let’s first understand what power dissipation means.

Power dissipation is the process by which energy is converted into heat and released from a component. In resistors, this happens when electric current flows through them and encounters resistance. The amount of heat generated (and therefore the amount of power dissipated) depends on two factors: the current flowing through the resistor and its resistance value.

Calculating Power Dissipation in a 36 Ohm Resistor

To calculate how much power is being dissipated in a 36 ohm resistor, we need to use Ohm’s Law and Joule’s Law equations:

Ohm’s Law: V = IR

Joule’s Law: P = VI = I^2R = V^2/R


  • V is voltage (in volts)
  • I is current (in amperes)
  • R is resistance (in ohms)
  • P is power (in watts)

Let’s assume that there’s a constant current flowing through our 36 ohm resistor. If we measure this current to be I=1Ampere and apply Ohm’s law to calculate voltage across it:

V = IR V = 1Ampere * 36ohms V = 36 Volts

Now that we know voltage across our resistor as well as current flowing through it, we can easily calculate its power using Joule’s law:

P = VI P = (1 Ampere) * (36 Volts) P = 36 Watts

Therefore, the amount of power being dissipated in our 36 ohm resistor with a constant current of one ampere flowing through it would be around thirty-six watts.


We hope this article helped you understand how to calculate the amount of power being dissipated in a specific type of resistor – specifically, a 36-ohm one. Remember that calculating the maximum allowable wattage for your resistors will ensure they do not overheat or get damaged due to excessive heat generation.

So next time you’re working with resistors or wondering how much heat they’re generating under different conditions – remember to use Ohm’s law and Joule’s law equations!

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