Vertical Jump

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Introduction The vertical jump is an incredibly important skill to have as an athlete and as an active human being. Every human being requires full body power, to live and function on a daily basis, and the vertical jump is the best and easiest way to display this. Power (based off of strength) is the basis for all athletic needs including speed, balance and agility. Without the ability to undergo rapid force production, athletes cannot compete at an elite level (Welsh, 2016). It is believed to be common knowledge that jumping with a load will hinder your performance, in terms of jump height and overall force production. This may not be the case. With possible implications in athletic training, placing a load in the hands may increase jumping …show more content…

A 20 year old female (52.5kg) was used as the subject. The female was recreationally active in a kinesiology program. A video camera was used to film the participant, perpendicular to and on the right side of the subject. A meter stick was used at the same depth as the subject to act as a scale during data processing. The participant's full body was in the camera frame during the whole of her jump. Three markers were used to attach to the clothing at the acromioclavicular joint, radial process and greater trochanter all on the ride side of the body and were clearly visible. Two jumps were performed: a countermovement jump with just bodyweight, and a countermovement with 1kg weights in both hands. Elbows were fully extended throughout the jump and the subject was permitted two practice jumps. Two separate videos were taken, one for each jump. Markers were clearly visible and the entirety of her body was seen throughout each …show more content…

Arm length multiplied by the total arm ratio found in the anthropometric table yielded the radius of gyration. Moment of inertia about the shoulder was found by the product of arm mass and radius of gyration squared. A free body diagram [FBD] was created along with equations of motion. Arm momentum for both jumps was determined by using the formula for momentum: p=m x v. The moment created by gravity, moment of arm acceleration, moment of inertia at shoulder and shoulder joint moment were found for both jumps in program. For the weighted jump, forces of the weight on the hand, moment of weight forces at the shoulder, weight moment of inertia at the shoulder was found for the weighted

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