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Physica D: Nonlinear Phenomena(3)
Communications in Nonlinear Science and Numerical Simulation(1)
International Journal of Non-Linear Mechanics(1)
Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences(1)
Bifurcation analysis of a vibro-impacting capsule robot in contact with a circular fold
ArticleAbstract: The lining of the small intestine consists of a series of circular folds, which is the main source oPalabras claves:bifurcation analysis, Multistability, Non-smooth system, Self-propelled capsule, Vibro-impactAutores:Joseph Páez Chávez, Liu Y., Yan Y., Yin S.Fuentes:googlescopusA numerical approach for the bifurcation analysis of nonsmooth delay equations
ArticleAbstract: Mathematical models based on nonsmooth dynamical systems with delay are widely used to understand coPalabras claves:Bifurcation, Delay differential equation, Large system of ODEs, Numerical continuation, Piecewise-smooth dynamical systemAutores:Joseph Páez Chávez, Liu Y., Zhang Z.Fuentes:googlescopusControlling coexisting attractors of a class of non-autonomous dynamical systems
ArticleAbstract: This paper studies a control method for switching stable coexisting attractors of a class of non-autPalabras claves:coexisting attractors, control, Multistability, Non-smooth dynamical systems, Smooth dynamical systemsAutores:Joseph Páez Chávez, Liu Y., Sieber J., Zhang Z.Fuentes:googlescopusControlling coexisting attractors of an impacting system via linear augmentation
ArticleAbstract: This paper studies the control of coexisting attractors in an impacting system via a recently develoPalabras claves:Impact oscillator, Linear augmentation, Multistability, Non-smooth system, Numerical continuation, Optimal ControlAutores:Joseph Páez Chávez, Liu Y.Fuentes:googlescopusNumerical analysis of a multistable capsule system under the delayed feedback control with a constant delay
ArticleAbstract: The vibro-impact capsule system is a self-propelled mechanism that has abundant coexisting attractorPalabras claves:coexisting attractors, Delay feedback control, non-smooth dynamical system, Numerical continuation, Vibro-impactAutores:Joseph Páez Chávez, Liu Y., Sieber J., Zhang Z.Fuentes:googlescopusIntermittent control of coexisting attractors
ArticleAbstract: This paper proposes a new control method applicable for a class of non-autonomous dynamical systemsPalabras claves:coexisting attractors, Duffing oscillator, Impact oscillator, Intermittent control, Non-autonomous dynamical systemsAutores:Ing J., Liu Y., Marian Wiercigroch, Pavlovskaia E.E.Fuentes:scopus