The height you would reach by "letting go" up a long slope without braking. Or, if you were to hit a wall the impact force would be the same as falling from this height. This number increases as a speed squared, and is useful for safety considerations.
HThe height above gryou wounld level where your potential energy would equal your current kinetic energy.
In other words, your speed is equal to the speed yreach by "letting go" up a long slope without braking. Or, if you were to hit a wall the impact force wou'ld have afterbe the same as falling from this height (disregarding air resistance).
Likewise, it's the height you'd achieve by going straight up using your kinetic energy content only. This number increases as a speed squared, and is useful for safety considerations.
The height you would reach by "letting go" up a long slope without braking. Or, if you were to hit a wall the impact force would be the same as falling from this height. This number increases as a speed squared, and is useful for safety considerations.
The height you would reach by "letting go" up a long slope without braking. Or, if you were to hit a wall the impact force would be the same as falling from this height. This number increases as a speed squared, and is useful for safety considerations.
The height you would reach by "letting go" up a long slope without braking. Or, if you were to hit a wall the impact force would be the same as falling from this height. This number increases as a speed squared, and is useful for safety considerations.
The height you would reach by "letting go" up a long slope without braking. Or, if you were to hit a wall the impact force would be the same as falling from this height. This number increases as a speed squared, and is useful for safety considerations.
The height you would reach by "letting go" up a long slope without braking. Or, if you were to hit a wall the impact force would be the same as falling from this height. This number increases as a speed squared, and is useful for safety considerations.
Or, if you were to hit a wall the impact force would be the same as falling from this height.
This number increases as a speed squared, and is useful for safety considerations.
運動エネルギーを位置エネルギーに換算したときのブレーキをかけずに長い坂道を「手を放す」ことで到達できる高さ.。言い換えると,速度は(空気抵抗を無視して)この高さから落ちたときの速度と等しくあるいは、壁に衝突した場合の衝撃力は、この高さから落ちるのと同じになります.。同様に,この高さは運動エネルギーのみを利用して到達できる高さです.この数値は速度の 2 乗に応じて増加するため、安全性を考慮するのに役立ちます。