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

Anti-Gravity Wheel Explained


3m read
·Nov 10, 2024

Standing on the scale. The wheel is spinning and it still weighs 92 kilograms. You made the prediction. Let’s see what happens when I throw it up over my head in three, two, one. What do you think? I don’t know about you, but to me, it looked like a shaky mess. Let’s watch that again in slow-mo and I will graph the scale readings.

As you can see, during the lift, the scale oscillates around 91 kilograms, the same as it read when I was stationary. So, it seems the apparatus doesn’t get heavier or lighter when it is lifted while spinning. The only large deviation from the average comes at the end of the lift when I let the wheel fall, so the scale reading drops. And then I slow its descent, and so the scale reading rises. So the question remains: If the wheel doesn’t get lighter, why does it feel lighter?

This demonstration was first performed by Professor Eric Laithwaite. Listen to how he describes it.

So here goes 40 pounds of wheel as light as a feather. This is not a conjuring trick. This is a fact of science.

He sure makes it look easy, doesn’t he?

Watch it again carefully. A fact about a spinning wheel so far everyone has missed.

Professor Laithwaite claims the gyroscope’s properties couldn’t be fully explained by Newton’s laws of motion. I disagree. But in order to understand why the wheel feels so light, we first have to consider why it feels heavy when it is not spinning.

So, two-handed that is as far down the shaft as you can hold it.

Yeah.

Holding the shaft horizontally, you clearly need to provide an upward force equal to the downward weight of the wheel. But this is not enough, because with only these two forces there would be a neck torque causing the apparatus to rotate. So you need to create a counter torque in addition to supporting the weight of the wheel.

This requires pushing down with one hand and pulling up with the other. And the upward force must be greater than the downward force by an amount equal to the weight of the wheel. So, the force on each of your hands is significantly greater than the weight of the wheel.

Now, once the wheel is spinning, the torque due to its weight now causes it to precess rather than fall to the ground. Therefore, no counter torque is necessary. You only need to supply an upward force equal to the wheel’s weight. So, it feels lighter.

Now, the trick to lifting a wheel over your head is to push it forwards as you release it. Laithwaite knew this. If you force a gyroscope to precess faster, it lifts up.

Higher the precession and it rises.

But the weight doesn’t change. Similarly, if you slow the precession of a gyroscope, it goes down.

Slow the precession and it falls dramatically.

I showed you, right?

Now show it to me.

Hard to go back the way that it doesn’t want to precess.

[unintelligible] Now you can’t say it becomes as light as a feather when it is rising.

It certainly doesn’t become as light as a feather. I can say that, too, from having felt it. But it does feel lighter.

And I think, maybe, part of that has to do with the fact that I am not having to counter the torque with my hand, you know? All I have to do is support the weight of the disc, but I don’t need to provide any torque with my hand to counter that gravitational part, which is what makes it feel so awkward when you are trying to hold it when it is static.

When you apply a torque, as you were, then the force up on one side of the hand and down on the other side. And if you decrease the force on both sides, then it will actually feel lighter.

It feels lighter without actually getting lighter.

Yeah, yeah. What it does is to take first the apparent weight that you were feeling.

More Articles

View All
Multiplying monomials | Algebra I | Khan Academy
All right, in this video we’re going to be multiplying monomials together. Let me give you an example of a monomial: 4 x squared. That’s a monomial. Now, why? Well, mono means one, which refers to the number of terms. So this 4x squared, this is all one t…
Battle Over Bathrooms | Gender Revolution With Katie Couric (Bonus Scene)
NARRATOR: There’s a new battleground in this gender revolution—bathrooms. And nowhere is that battle more heated than in public schools. Now, even the Supreme Court is set to weigh in on the case of Gavin Grimm, a transgender student in Virginia, who’s fi…
Weave's Application Video for YC W14
Hi Y Combinator. My name is Brandon Rodman, I’m the CEO of Weave. My name is Clint Berry, I’m the CTO of Weave. And my name is Jared Rodman, I’m the CEO of Weave. At its core, Weave is a telephone company. What makes us different than all the other telep…
Ellipses | Punctuation | Khan Academy
Hello Garans, hello David, hello Paige. So, in this video, we’re going to talk about a piece of punctuation called the ellipsis, or ellipses in the plural form, as we have here. So, what is an ellipsis? An ellipsis is a punctuation mark that is actually …
Growing Up in the African Wild : Beyond ‘Savage Kingdom’ (Part 1) | Nat Geo Live
(Dramatic orchestral music) - Imagine you’re out in Africa. It’s night-time, you’re sleeping in the back of an open vehicle, and it’s so hot that you have no clothes on and you’re still sweating. All you can hear is the distant call of a hyena and an impa…
15 Brutal TRUTHS People Don't Want To Hear
[Music] This is the Sunday motivational video. Every Sunday, we bring you a different type of video which should improve your life. Today, we’re looking at 15 brutal truths that people don’t want to hear. Welcome to a lox calm, the place where future bill…