Thecurious1
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If you want to see the video just search dwight howard sport science
This discussion centers on calculating jump height based on force and body weight, specifically referencing NBA players Dwight Howard and Rudy Gobert. Dwight Howard, weighing 280 lbs, produces a peak force of 1210 lbs, allowing him to jump over 30 inches. The conversation highlights that impulse, defined as force multiplied by time, is crucial for accurate jump height calculations. Additionally, an energy-based calculation approach is presented, which relates integrated force times distance to gravitational potential energy, thus eliminating the need for time measurements.
PREREQUISITESAthletes, sports scientists, coaches, and biomechanics researchers interested in optimizing jump performance and understanding the physics of athletic movements.
Thecurious1 said:Summary:: So i was watching ESPN sport science where they calculated the force production of nba player Dwight Howard. Dwight weight is 280lbs and he produce 1210lbs of force launching himself more than 30 inches off the ground. Now this got me thinking about another player Rudy Gobert. Rudy has a 5 inches higher standing reach than dwight and only weighed in at 238lbs. Now i wonder therotically how high would Rudy be able to jump if he produce 1210lbs of force aswell?
If you want to see the video just search dwight howard sport science
That is certainly one way of doing it. The Energy based calculation is just as valid and equates the Integrated Force times distance to give the Energy input to the jumper which gives the increase in Gravitational Potential Energy (i.e. max height). An advantage of this approach is that it needs no measurement of time - just the geometry of the athlete.PeroK said:The important quantity for jumping is impulse, which is force multiplied by time.
sophiecentaur said:That is certainly one way of doing it. The Energy based calculation is just as valid and equates the Integrated Force times distance to give the Energy input to the jumper which gives the increase in Gravitational Potential Energy (i.e. max height). An advantage of this approach is that it needs no measurement of time - just the geometry of the athlete.