Stability conditions for the mixing flow dynamical system in a perturbed version

Adela Ionescu

Abstract


This paper continues some recent work on dynamical systems models from mixing flow area. The 2d mixing flow model is taken into account, in a slightly perturbed form. A Lyapunov function is found for the system, and it is found that the same Lyapunov function could exist for the feedback linearized system too, in similar conditions.

Keywords


mixing flow, feedback linearization, control, Lyapunov stability

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DOI: http://dx.doi.org/10.1478/AAPP.972A5

Copyright (c) 2019 Adela Ionescu

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