Kinematic the flaying frontal rising kick

Abstract

Eventually every competitor will have to face the decision which path to take in order to achieve success. In many situations estimation is the best tool for achieving success. In order to successfully complete the rising kick test during the special techniques competition, the competitor, as well as his or hers trainer must be aware of the optimal methods in achieving the best result. It is known that in order to achieve victory one must fulfill a number of conditions different for a specific discipline, but there is also a way a certain technique that theoretically allows achieving the best result. Currently almost every one of the top competitors doesn't use the traditional technique (the scissors technique) and performs the test using the non-scissors technique. During the special technique test, the height that the competitor successfully completes, is a sum of 3 heights: the height of the competitor's center of gravity at the moment of the take-off, the change of the height of the center of gravity of the competitor during the flight, and the difference between the highest point of the center of gravity of the competitor and the height at witch the target is suspended. This is shown by the following formula: H = h sc + hw + Δh + hn. There are several factors that influence the height of the test: the speed of the center of gravity, the angle created by the vector of speed and the horizontal line, the change in altitude of the center of gravity and the force of the take-off. This thesis contains the theoretical solutions, from the physical point of view, to successfully complete this test while achieving the highest possible altitude of the jump. © 2007 IOP Publishing Ltd.