Presents a systematic view of vibro-impact dynamics based onthe nonlinear dynamics analysis
Comprehensive understanding of any vibro-impact system iscritically impeded by the lack of analytical tools viable forproperly characterizing grazing bifurcation. The authors establishvibro-impact dynamics as a subset of the theory of discontinuoussystems, thus enabling all vibro-impact systems to be explored andcharacterized for applications.
Vibro-impact Dynamics presents an original theoreticalway of analyzing the behavior of vibro-impact dynamics that can beextended to discontinuous dynamics. All topics are logicallyintegrated to allow for vibro-impact dynamics, the central theme,to be presented. It provides a unified treatment on the topicwith a sound theoretical base that is applicable to both continuousand discrete systems
Vibro-impact Dynamics:
* Presents mapping dynamics to determine bifurcation and chaos invibro-impact systems
* Offers two simple vibro-impact systems with comprehensivephysical interpretation of complex motions
* Uses the theory for discontinuous dynamical systems ontime-varying domains, to investigate the Fermi-oscillator
Essential reading for graduate students, university professors,researchers and scientists in mechanical engineering.
Albert C. J. Luo
Festkörpermechanik Maschinenbau Mathematics Mathematik Mechanical Engineering Numerical Methods Numerische Methoden Solid Mechanics
"It provides a unified treatment on the topic with a sound theoretical base that is applicable to both continuous and discrete systems." (Zentralblatt MATH, 2016)
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