yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Voltage | Introduction to electrical engineering | Electrical engineering | Khan Academy


2m read
·Nov 11, 2024

Voltage is one of the most important quantities and ideas in electricity. In this video, we're going to develop an intuitive feeling for what voltage means. It has to do with the potential energy of electrical charges, and that's what we're going to cover here. We're not going to do a derivation, but we are going to do an intuitive description of what voltage means.

We're going to start with an analogy to gravity. Gravity and voltage are really similar ideas. I'm going to draw a mountain here. Here's some mountainside with snow on it, and I'm going to put a mass here. Here's a mass of some mass m, and it was lifted up to the top of the hill somehow—by a ski lift, by a mountain climber, something like that.

If I put it on top of the mount and I let it go, the potential energy that it has is going to be dissipated as kinetic energy, and that mass is going to roll down the hill to here. As it does, it can do some work; it can hit some trees. Let's draw a tree, and it can run into a tree and knock that tree around. It can hit a bear; it can bounce off rocks—all kinds of things. So that's a mass rolling down a hill.

Now, if I draw this, this is a way to think about voltage. Think about voltage as being another mountaintop, and this time we'll put a battery in here. This is our battery; this is what a battery does for us. It actually builds our mountain. The battery delivers electrons to the top of the hill.

So here's an electron coming out of the battery terminal, the negative battery terminal. If I release this, it is going to roll down the hill and eventually return to the bottom side of the battery. But the same thing—this is the image you have in your head when we hook up a circuit. Along the way, I can put in different circuit components, like resistors or capacitors or anything like that, and I can make this electron do work and bump into things as it goes down.

So, the amount of voltage here is proportional to the height of this mountain. A high voltage is a high mountain, and a low voltage is a low mountain. The electrons are pushed out the top by the battery, roll down to the bottom, doing work along the way. This is where we do our circuit design. That's what we're doing over here. We buy batteries, and we do our circuit design and study over here.

So, this is a pretty good analogy for thinking about voltage as you begin to build your circuits. See you next time!

More Articles

View All
Gavin Grimm's Story | Gender Revolution
[Music] Ground Zero in the fight over transgender bathrooms is this quiet town in Southern Virginia. The unlikely face at the center of it all: Gavin Grim. “When you realize you were trans, you actually went to the doctor?” “I went to a gender therapist…
What is a pronoun? | The parts of speech | Grammar | Khan Academy
Hello grammarians! We’re going to start talking about pronouns today, and of course that begins with the question: What are pronouns? Allow me to answer that question by way of a demonstration. Emma laughed so hard, milk came out of Emma’s nose. Zach lif…
Photosynthesis | Energy and matter in biological systems | High school biology | Khan Academy
Hey everybody! Dr. Sammy here, your friendly neighborhood entomologist. Today, we’re going to talk about photosynthesis. There’s very little life on this planet that could exist without photosynthesis. It is the prerequisite for pretty much everything yo…
Compliment/complement and desert/dessert | Frequently confused words | Usage | Grammar
Hello grammarians! Continuing our journey through the world of frequently confused words, I’d like to begin with “complement” with two e’s and “complement” with an i and an e. How the heck do we keep these separate? Well, first let’s get some definitions…
The Articles of Confederation | Period 3: 1754-1800 | AP US History | Khan Academy
Hey, this is Kim, and I’m here with Leah, KH Academy’s US government and politics fellow. Welcome, Leah! How’s it going? All right, so we’re talking about the Articles of Confederation, which I think many people don’t realize was the first Constitution o…
Worked example: coefficient in Maclaurin polynomial | Series | AP Calculus BC | Khan Academy
Nth derivative of g at x equals 0 is given by. So the nth derivative of G evaluated at x equal 0 is equal to n + 7 over n 3r for n is greater than or equal to 1. What is the coefficient for the term containing x^2 in the McLaurin series of G? So let’s ju…