Cutting-system dynamics


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Abstract

The attractive sets formed in the vicinity of equilibrium (asymptotically stable orbital limiting cycles, two-dimensional invariant tori, and chaotic attractors) are analyzed. The bifurcations of the system in parameter space and the space of control parameters are considered. General laws of stability loss of the equilibrium in a cutting system are outlined.

About the authors

V. L. Zakovorotnyi

Don State Technical University

Author for correspondence.
Email: vzakovorotny@dstu.edu.ru
Russian Federation, Rostov-on-Don

V. S. Bykador

Don State Technical University

Email: vzakovorotny@dstu.edu.ru
Russian Federation, Rostov-on-Don

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