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- W2556201275 abstract "Fractional damping is appearing in different contexts in any systems with memory and hysteresis. Such damping is defined by a fractional derivative term, in contrary to classical viscous damping which takes into account the first order derivative. In this work, we characterize the nonlinear dynamics of a non-ideal Duffing system, with fractional damping using nonlinear dynamical tools. The non-ideal excitation originates from a DC electric motor with limited power supply driving an unbalanced rotating mass. The response of the system is investigated with the voltage as a control parameter. Numerical simulations show the occurrence of regular and non-regular motions, which are investigated via bifurcation diagramoccurrence diagrams and phase plane portraits." @default.
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- W2556201275 date "2016-01-01" @default.
- W2556201275 modified "2023-10-16" @default.
- W2556201275 title "On nonlinear dynamic of a non-ideal Duffing system with fractional damping" @default.
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- W2556201275 doi "https://doi.org/10.1051/matecconf/20168301002" @default.
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