Finite system optimization sports equipment movements
Journal: Slobozans`kij naukovo-sportivnij visnik (Vol.46, No. 2)Publication Date: 2015-04-30
Authors : Oleksandr Aghyppo; Nikolay Balonin; Valeriy Druz; Viktor Suzdal;
Page : 11-18
Keywords : the movement technique in sports; the finite time systems; Eigen-functions; the optimization; the mathematical modeling;
Abstract
Purpose: to provide mathematical theory coordinated with physical experiments, and gave the general orientation in the optimization technique of movements in sport. Material and Methods: theory of systems, matrix theory, Internet resources and mathematical environment MATLAB. Results: for simple dynamic blocks ? first order inertial block, integrator and double integrator shown that the input signal in the form of the Eigen-function a maximum gain in amplitude when it passes through the block and the quadratic norm of the output signal is determined by the maximum Hankel singular value. Conclusions: proposed to use a mathematical theory of finite time systems in the optimization techniques of movement in sport. The numerical experiments have shown the existence for linear dynamic systems of real Eigen-functions ? does not distort the system inputs are considered in reverse time.
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Last modified: 2015-05-20 16:46:35