Kirchhoff's Current Law (KCL) - How to Solve Complicated Circuits

Описание к видео Kirchhoff's Current Law (KCL) - How to Solve Complicated Circuits

If you know Ohm's Law and parallel and series circuits, you have a good start but now you need to know how to solve complicated circuits. We're going to learn about Kirchhoff's Current Law, frequently known as KCL, and how we can use that law to do nodal analysis on basic or complicated circuits. This knowledge of KCL and nodal analysis will make complicated circuits simple and simple circuits even... simpler? More simple? Easier! In this video, we cover these concepts, try to understand these concepts intuitively, learn the best way to solve complicated circuits, and then do a few circuit problems with solutions to put that theory into practice.

Check out the written tutorial here: https://www.circuitbread.com/tutorial...

If you want more electronics tutorials on basic electronics and circuit analysis, subscribe to the CircuitBread channel!

Table of Contents:
0:18 Conservation of charge - the basis of KCL.
0:37 Visual representation of the conservation of charge
3:15 Introduction of our five steps for solving KCL
4:20 Step 1 - Take your time
5:52 Step 2 - Find your reference ground (if needed)
6:31 Step 3 - Create equations for each element
7:12 Step 4 - Put the equations together for KCL
7:41 Step 5 - Solving the equations
9:58 Example Number 1
13:25 Example Number 2

For electronics tools, tutorials, equations and more check out our site: https://www.circuitbread.com
And check out our Friends of CircuitBread, who offer special discounts, product samples, resources and more to our users: https://www.circuitbread.com/friends

CircuitBread is joining the fight to help people more easily learn about and use electronics. With an ever-growing array of equations, tools, and tutorials, we're striving for the best ways to make electronics and electrical engineering topics more accessible to everyone.

Connect with CircuitBread:
Instagram ➤   / circuitbread  
Facebook ➤   / circuitbread  
Twitter ➤   / circuitbread  

Комментарии

Информация по комментариям в разработке