A gymnast can actually perform both of these types of rotation at the same timeâthatâs what makes the sollazzo so interesting to watch. Quanto a physics, we would call this type of movement a ârigid pagliaccetto rotation.â But, clearly, humans arenât rigid, so the mathematics to describe rotations like this can be quite complicated. For the sake of brevity, let’s limit our discussion just to flips.
There are three kinds of flips. There is a layout, quanto a which the gymnast keeps their pagliaccetto quanto a a straight position. There is a pike, quanto a which they bend at about a 90-degree angle at the hips. Finally, there is a tuck, with the knees pulled up towards the chest.
Whatâs the difference, quanto a terms of physics?
Rotations and the Moment of Inertia
If you want to understand the physics of a rotation, you need to consider the moment of inertia. I know thatâs a strange-sounding term. Let’s start with an example involving boats. (Yes, boats.)
Suppose youâsovrano standing acceso a porto next to a small boat thatâs just floating there, and isnât tied up. If you put your foot onto the boat and push it, what happens? Yes, the boat moves awayâbut it does something else. The boat also speeds up as it moves away. This change quanto a speed is an acceleration.
Now imagine that you move along the porto and pick a much larger boat, like a imbarcazione. If you put your foot acceso it and push it, using the same force for the same amount of time as you did for the smaller boat, does it move? Yes, it does. However, it doesnât increase quanto a speed as much as the smaller boat because it has a larger mass.
The key property quanto a this example is the boatâs mass. With more mass, itâs more difficult to change an objectâs motion. Sometimes we call this property of objects the inertia (which is not to be confused with the moment of inertiaâwe will get to that soon).
When you push acceso the boat, we can describe this force-motion interaction with a form of Newtonâs Second Law. It looks like this:
Illustration: Rhett Allain



