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  1. 6 cze 2022 · Phase 4: The Flight. During this phase, the athlete can't impact the velocity of his center of gravity any further. The height of the jump has been predetermined by the build up of speed before and during takeoff. The only force that is now acting upon the athlete is the gravity that is pulling the jumper back down.

  2. Jump Height = 9.81 * (flight time) 2 / 8 (references: 15, 25) Or, Jump Height = time 2 * 122625 (reference: 20) Force Platform – Those using a force platform are advised to calculate jump height using the following formula (25): Jump Height = (initial velocity)² / (2 * acceleration due to gravity) High-Speed Camera – When using a high ...

  3. The height of the jump may be calculated (1) from the flight time of the jump, (2) by applying the impulse–momentum relation to the forcetime curve, and (3) by applying the work–energy relation to the force– displacement curve. I. INTRODUCTION. A force platform can be an excellent teaching aid in undergraduate physics classes and laboratories.

  4. The Basics. Our system records data at 1000 Hz, providing you with force data - i.e. how hard you can push into them. If you stand still on our plates, they'll record your bodyweight in newtons. The figure below shows a force time curve from a countermovement jump (CMJ) - force is on the Y (vertical) axis and time is on the X (horizontal) axis.

  5. About: You can calculate vertical jump height using various measures from a force platform. The height of the jump may be calculated by these methods (Linthorne 2001): From the flight time of the jump; By applying the impulse–momentum theorem to the forcetime curve, and; By applying the work–energy theorem to the force-displacement curve.

  6. The presented results support a high level of concurrent validity of an inertial measurement unit in relation to a force plate for estimating vertical jump height (CMJ t = 0.897, p = 379; ICC = 0. ...

  7. The most straightforward method is to determine the time spent in the airborne phase and then use the kinematic equations for one-dimensional motion under constant acceleration.