- Jan 21, 2007
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- 6,495
In vault, there are three aspects that gymnasts and coaches try to maximize; vertical amplitude (ie height), horizontal amplitude (ie distance), and angular momentum (ie rotation).
Given that the gymnast enters the vault with a finite amount of power, the power must then be split between these three goals.
If the gymnast hits the board and table at a lower angle (ie farther from vertical), more of that power will go into height and less will go into distance. The closer to vertical the gymnast is on board and table impact, the more distance the gymnast will achieve, but at the expense of height.
It seems that a lower angle (ie leaning back more) on the board would necessitate a higher table setting and result in greater height, but less distance. Hitting the board closer to vertical would necessitate a lower table setting, but increase the distance traveled.
What is the optimum balance between these two goals, and how does rotation figure in? In picturing it, it seems to me that optimizing in favor of distance over height would increase the amount of angular momentum, but I'm unclear on whether or not this would make up for the loss in height. Conversely, optimizing in favor of height might decrease the amount of angular momentum available, but increase the amount of time during which the body can rotate; Would this increase in available time make up for the loss in angular momentum?
So I have two questions:
1) First, do I have the mechanics right here?
2) What is the optimum balance to be struck between height and distance? Is it better to hit the board and table close to vertical, or is it more efficient to hit with a steeper angle? Is there a specific optimum angle on board and table contact, or does it vary depending on the gymnast and on the skill being performed?
Given that the gymnast enters the vault with a finite amount of power, the power must then be split between these three goals.
If the gymnast hits the board and table at a lower angle (ie farther from vertical), more of that power will go into height and less will go into distance. The closer to vertical the gymnast is on board and table impact, the more distance the gymnast will achieve, but at the expense of height.
It seems that a lower angle (ie leaning back more) on the board would necessitate a higher table setting and result in greater height, but less distance. Hitting the board closer to vertical would necessitate a lower table setting, but increase the distance traveled.
What is the optimum balance between these two goals, and how does rotation figure in? In picturing it, it seems to me that optimizing in favor of distance over height would increase the amount of angular momentum, but I'm unclear on whether or not this would make up for the loss in height. Conversely, optimizing in favor of height might decrease the amount of angular momentum available, but increase the amount of time during which the body can rotate; Would this increase in available time make up for the loss in angular momentum?
So I have two questions:
1) First, do I have the mechanics right here?
2) What is the optimum balance to be struck between height and distance? Is it better to hit the board and table close to vertical, or is it more efficient to hit with a steeper angle? Is there a specific optimum angle on board and table contact, or does it vary depending on the gymnast and on the skill being performed?