Increasing the height from which it is released increases the height to which it rebounds.
Since the ball has air in it the higher it falls from the higher it will bounce. Gravity principle.
When a golf ball is dropped onto the pavement, it compresses upon impact and stores some of the energy. This stored energy is then released, causing the ball to bounce back up into the air. The elasticity of the ball and the pavement's surface play a role in dictating the height and speed of the bounce.
The higher the height at which the ball is dropped from, the higher the ball bounces. Look at it in terms of energy. Initially, before the ball is dropped, the ball's potential energy, E is given by E = mgh, where m is the mass of the ball, g is the gravitational acceleration and h is the height of the ball. When the ball is dropped, the potential energy is converted to kinetic energy, and at the point of impact, , i.e. when the ball is level with the ground, and h = 0, the kinetic energy is E, given by E = 0.5mv2, where v is the velocity of the ball. The ball hits the ground, and rises again - its kinetic energy is being converted back to potential energy. The ground absorbs some of the energy upon impact, but most of the energy stays with the ball. So the kinetic energy is converted to potential energy, and once all of the kinetic energy is converted, the ball reaches its maximum height. Clearly, a higher kinetic energy corresponds to a higher bounce height. 0.5mv2 = mgh The amount of energy that the ground absorbs does not change much with the height of the ball as well.As the drop-height increases, the bounce-height too will increase, but not always in direct proportion. The efficiency will decrease as the drop height is increased.
Because it is elastic, so little energy is lost in the impact . The kinetic energy it has immediately before impact is temporarily stored in the ball as potential energy, then released when the elastic material reforms into its previous shape.
1, when it frozen it obserbe the impact so it reduces the bounce affect. It's Newtons 3rd Law.
Since the ball has air in it the higher it falls from the higher it will bounce. Gravity principle.
When a golf ball is dropped onto the pavement, it compresses upon impact and stores some of the energy. This stored energy is then released, causing the ball to bounce back up into the air. The elasticity of the ball and the pavement's surface play a role in dictating the height and speed of the bounce.
7.78 M.
a ball can never bounce over the height from which it was bounced unless u aplly a force. The factors that affect the bounce of a dropped ball include the height from which it is dropped; the force applied to it, if any, when dropped; the acceleration of gravity, which is different depending upon what planet you're one; the elasticity of the ball; the density of the atmosphere, which affects "air resistance"; and the rigidity and elasticity of the surface on which the ball bounces. weight also affect the bounce height.
The higher the height at which the ball is dropped from, the higher the ball bounces. Look at it in terms of energy. Initially, before the ball is dropped, the ball's potential energy, E is given by E = mgh, where m is the mass of the ball, g is the gravitational acceleration and h is the height of the ball. When the ball is dropped, the potential energy is converted to kinetic energy, and at the point of impact, , i.e. when the ball is level with the ground, and h = 0, the kinetic energy is E, given by E = 0.5mv2, where v is the velocity of the ball. The ball hits the ground, and rises again - its kinetic energy is being converted back to potential energy. The ground absorbs some of the energy upon impact, but most of the energy stays with the ball. So the kinetic energy is converted to potential energy, and once all of the kinetic energy is converted, the ball reaches its maximum height. Clearly, a higher kinetic energy corresponds to a higher bounce height. 0.5mv2 = mgh The amount of energy that the ground absorbs does not change much with the height of the ball as well.As the drop-height increases, the bounce-height too will increase, but not always in direct proportion. The efficiency will decrease as the drop height is increased.
uranus
7 Meters.
Because it is elastic, so little energy is lost in the impact . The kinetic energy it has immediately before impact is temporarily stored in the ball as potential energy, then released when the elastic material reforms into its previous shape.
The diameter of the blood drops is larger because it has more momentum and the impact velocity is much higher
Using this basic formula V= √2*h*g. H represents the height from which the object is dropped to the ground in meters. G represents the pull of gravity.
Corrosion and erosion have and impact on changing the shape of Florida's beaches.
1, when it frozen it obserbe the impact so it reduces the bounce affect. It's Newtons 3rd Law.