Newton's Laws of Motion in Sports

Newton's Laws of Motion in Sports

Newton's Second Law: Serving Front On

  • When serving front on, Newton's second law is predominant.

  • Newton's Second Law: F=maF = ma (Force equals mass times acceleration).

  • Applying more force leads to greater acceleration, assuming mass remains constant

  • When serving front on, less force is generated due to the absence of angular motion or rotation.

  • Mass of the ball and racket remains constant.

Newton's Second Law: Rackets of Different Weights

  • When using rackets of different weights, Newton's second law applies.

  • With greater mass, more force is required to achieve the same acceleration.

  • If a racket is too heavy, optimal swing velocity cannot be achieved.

Inertia (Newton's First Law) and Mass

  • Inertia is related to mass.

  • An object at rest has inertia due to its mass.

  • A greater mass implies greater inertia, necessitating more force to overcome it.

Increasing Time to Absorb Force

  • To prevent an egg or water balloon from breaking upon impact, increase the time over which the force is absorbed.

  • This involves "giving" upon catching, which means increasing the time of impact.

  • Impulse remains the same, but the increased time reduces the force experienced at any given moment.

  • When landing from a jump, bending the knees increases the time of impact, reducing the force and risk of injury.

  • When you increase the time to absorb force, you lower the peak force, for example, landing in a motorbike squat landing

Racket Length and Velocity

  • The shoulder acts as a hinge during a forehand swing.

  • Velocity is least at the hinge (shoulder) and greatest at the distal end of the racket.

  • Longer Racket: A longer racket can achieve greater velocity at the distal end because there is more time for it to increase its force and maintain optimal swing. This is related to leverage.

  • Shorter Racket: A shorter racket cannot be swung as fast, limiting the velocity at the distal end.

Impulse
  • Impulse is another way to apply force by having two different lengths.

  • Impulse equation: Impulse=FtImpulse = F \cdot t (Force times time).

Racket Length Considerations for Children

  • Children use shorter rackets because they cannot maintain the same swing velocity with a longer, heavier racket.

  • Choking down on a racket (gripping it closer to the head) is a way to compensate for excessive weight.

  • Leverage: Utilizing lever systems allows for greater force application with longer implements.

Applying More Force: Sequential Movement

  • Applying more force involves sequential movement and angular rotation.

  • Timing and muscle strength contribute to force generation.

Newton's Third Law: Volleyball Spike

  • Newton's Third Law: For every action, there is an equal and opposite reaction.

  • In a volleyball spike, the action involves the player's hand hitting the ball forward and down.

  • The reaction includes the player's arm following through and their feet moving backward and then forward.