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- W91016718 abstract "Understanding vibro-impact systems is basic for impact dynamics used in resonance drilling. In order to model a vibro-impact system, a contact model must be chosen. The choice of the best contact model for a certain application is not an easy task. The numerous models available in the literature are a proof that research regarding this subject has not come to an end. When considering the force-based method (or continuous analysis), one challenge is to define the values of the impact coefficients. The uncertainties related to these parameters are not aleatory, but rather epistemic. In the proposed approach these variables are going to be modeled by random variables and the probabilistic model is going to be constructed using the maximum entropy principle. The purpose of this work is the numerical/ experimental investigation of the impact force behavior in a vibro-impact system, taking into account uncertainties in the impact model parameters. The experimental data will be used to validate the mathematical model, using the bifurcation diagram. An improvement of the Peterka map is proposed to better visualize each impact force behavior, plotting one stable periodic behavior at a time and adding colors to the third coordinate, the impact force." @default.
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- W91016718 date "2011-01-01" @default.
- W91016718 modified "2023-10-01" @default.
- W91016718 title "Bifurcation Diagram of an Impact Oscillator with Uncertain Impact Model Parameters" @default.
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- W91016718 doi "https://doi.org/10.1007/978-94-007-2069-5_21" @default.
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