Introducing
Your new presentation assistant.
Refine, enhance, and tailor your content, source relevant images, and edit visuals quicker than ever before.
Trending searches
Angular momentum is equal to the product of mass, velocity and distance from mass to axis of rotation. When a gymnast first pushes off the mat, they have all the angular momentum they will get. From the time they push-off, no momentum is gained or lost. However, the gymnast is able to change the rate of their rotation in order to perform different moves without pushing off of anything. Therefore, they have to change their center of mass. For instance, if they pull their arms in, making their center of mass smaller, they will spin faster, and vice versa.
The gymnast’s centripetal acceleration is found by her velocity squared divided by her radius. Her radius is equal to her height if her legs are straight, but if she is in another position, such as a split, or bent in half with her legs by her head, then it is smaller. One of the reasons being short is an admirable quality in gymnasts is because it allows them to revolve faster.
When the gymnast wants to revolve faster, she separates her legs into a split, making her radius smaller, thus increasing her velocity. She does this so that she has enough velocity to jump to the other bar. She also needs to increase her speed from the mount, in order to perform tricks and overcome the force of gravity pulling down.
http://www.gymnasticsrevolution.com/Parents%2021.html