Програмні та алгоритмічні компоненти при комп’ютерному проектуванні конічних систем з геодезичною формою розташування

Abstract

To work out the algorithmic and programmatic components of the system of calculation of geodesic forms of filament on conical stores. A research object is a process of winding of textile filaments, the article of research is equalization of curves of permanent deviation from geodesic and geodesic in a self-reactance form. Theoretical and experimental researches, that are based on the use of textile, mechanics of filament, theory of resiliency, mathematical design, methods of theory of algorithms, analytical geometry, planning of experiment and statistical treatment of results of researches, come forward as basic methods of research. For software development modern languages were used objective – the oriented programming. The got equalizations describe the curves of permanent rejection at and maximum at where is a coefficient of friction. These equalizations it is possible to take advantage of for the receipt of equilibrium location of coil on packing at a change straight of motion of of filament. For example, it is required to transfer a filament points And in a spiral line from 82°50' along a maximum curve. A size to the turn φ and relocation bias along the axis of z, that must be carried out, determined easily. A spiral line is situated between geodesic and maximum curves, id est in area of equilibrium. About the measure of her static equilibrium it is possible to judge on comparison sizes with a size.