Golf Club Air Friction: Mass, Velocity & Acceleration Effects

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SUMMARY

The discussion centers on the effects of air viscosity on a golf club during a swing, specifically how mass, velocity, and acceleration influence the resistance encountered. Participants clarify that the relevant force is viscosity, not friction, as the club moves through the air. The formula mentioned, Ffrict = coefficient of friction (normal force), is corrected to reflect that viscosity is the primary factor affecting the club's motion. Understanding this distinction is crucial for analyzing the dynamics of a golf swing.

PREREQUISITES
  • Understanding of basic physics concepts such as force and motion.
  • Familiarity with the principles of viscosity and its effects on moving objects.
  • Knowledge of the relationship between mass, velocity, and acceleration in dynamics.
  • Basic grasp of the differences between friction and viscosity.
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  • Research the principles of fluid dynamics, focusing on viscosity and drag forces.
  • Study the equations of motion to understand how mass and acceleration affect velocity.
  • Explore the impact of air resistance on sports equipment, particularly in golf.
  • Learn about the physics of golf swings and how different club designs influence performance.
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Athletes, golf instructors, sports scientists, and anyone interested in the physics of sports equipment and performance optimization.

drinkingstraw
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Im talking about the friction between a golf club and the air as the golf club is swinging towards the ball. how does the mass of the club, the velocity of the swing and the acceleration affect the friction acting on the club and how much will it slow down?

I know the formuls is Ffrict = coefficient of friction (norrmal force)

so if the force applied is greater then the force of friction will be less?
 
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drinkingstraw said:
Im talking about the friction between a golf club and the air as the golf club is swinging towards the ball. how does the mass of the club, the velocity of the swing and the acceleration affect the friction acting on the club and how much will it slow down?

I know the formuls is Ffrict = coefficient of friction (norrmal force)

so if the force applied is greater then the force of friction will be less?

Hi drinkingstraw! :smile:

That isn't friction … it's viscosity.

Friction is where the material doesn't move, viscosity is where it gets dragged along, and/or has to get out of the way.

Whole different subject. :wink:
 
tiny-tim said:
Hi drinkingstraw! :smile:

That isn't friction … it's viscosity.

Friction is where the material doesn't move, viscosity is where it gets dragged along, and/or has to get out of the way.

Whole different subject. :wink:

Well that certainly changes things. Thanks :)
 

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