Calculating Force on a Golf Ball when Putting on a Level Green

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SUMMARY

The discussion focuses on calculating the initial impulse required to putt a golf ball a distance of 3.048 meters on a level green, considering the mass of the ball (45.93g) and the rolling coefficient of friction derived from a stimpmeter reading. Participants emphasize the importance of using Newton's second law (F=ma) to determine the average force over time, rather than calculating force alone. The conversation clarifies that rolling friction affects the deceleration phase, which is crucial for understanding the total dynamics of the putt.

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  • Understanding of Newton's second law (F=ma)
  • Knowledge of impulse and momentum concepts
  • Familiarity with rolling friction and its effects
  • Experience with free body diagrams
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  • Learn about the effects of rolling resistance on motion
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ashmoney
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I'm looking for advice on how to calculate the force needed to putt a golf ball on a level green a certain distance. I currently have the mass of the golf ball (45.93g), distance (3.048m), and the rolling coefficient of friction using a stimpmeter reading. I have started by creating a free body diagram and using Newton's second law (F=ma), but I am so unsure of where to go from here to include the required distance into this equation.
 
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ashmoney said:
I'm looking for advice on how to calculate the force needed to putt a golf ball on a level green a certain distance. I currently have the mass of the golf ball (45.93g), distance (3.048m), and the rolling coefficient of friction using a stimpmeter reading. I have started by creating a free body diagram and using Newton's second law (F=ma), but I am so unsure of where to go from here to include the required distance into this equation.
It's not force you need, it's the initial impulse, which is (average) force by time to give you the initial momentum from the initial sudden acceleration phase.

The force of rolling friction/resistance is relevant for the deceleration phase.
 
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