Calculating Vertical Height with Ground Reaction Force, Mass, and Time

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SUMMARY

Calculating the vertical height of a jump using ground reaction force, mass, and time is achievable through a systematic approach. The process begins with determining impulse using the formula FΔt, which leads to the change in velocity (ΔV) calculated as ΔV = FΔt / m. To find the initial velocity, one must recognize that the final velocity at the peak of the jump is zero. Utilizing the equations of motion (s.u.v.a.t.), specifically the formula for distance, allows for the calculation of vertical height.

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  • Understanding of impulse and momentum principles
  • Familiarity with the equations of motion (s.u.v.a.t.)
  • Basic knowledge of physics concepts such as force and mass
  • Ability to perform calculations involving velocity and acceleration
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  • Study the concept of impulse in physics and its applications
  • Learn how to apply s.u.v.a.t. equations for various motion scenarios
  • Explore the relationship between ground reaction force and vertical jump performance
  • Investigate methods for measuring ground reaction force in sports science
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Physicists, sports scientists, coaches, and athletes interested in biomechanics and performance optimization in jumping activities.

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Is it possible to find the vertical height of a jump using ground reaction force, mass, and time? I might be wrong, but I think my steps would be to find the impulse, then velocity, then somehow get the vertical height with that..so far I have change in velocities using FΔt / m = ΔV. From here I don't know how to get to the initial velocity...
 
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Yes, it is possible. To get the initial velocity, remember that the final velocity (i.e. the velocity at the top of the jump) will be zero. Then you should be able to use s.u.v.a.t. equations to find the distance.
 

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