Nonlinear Resonances. Shanmuganathan Rajasekar, Miguel A. F. Sanjuan

Nonlinear Resonances


Nonlinear.Resonances.pdf
ISBN: 9783319248844 | 411 pages | 11 Mb


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Nonlinear Resonances Shanmuganathan Rajasekar, Miguel A. F. Sanjuan
Publisher: Springer International Publishing



Imperfection nonlinear resonances can lead to undesirable beam loss and thus limit the high-intensity operation. Abstract: The transverse vibrations of a flexible connecting rod in an otherwise rigid slider-crank mechanism are considered. ABSTRACT We study nonlinear resonances in granular periodic one- dimensional chains. We consider a satellite in a Keplerian circular orbit in the Earth's gravitational and magnetic fields. Contributions of higher-order fields to the quadrupolar storage field produce nonlinear resonances in the quadrupole ion trap. Accelerators with an emphasis on nonlinear resonances. This introductory text presents the basic aspects and most important features of various types of resonances and anti-resonances in dynamical systems. In the generic case, the set of nonlinear resonances consists of independent clusters of allows us to transform a nonlinear dispersive PDE into a. Authors: Chang, Chun-Ti; Daniel, Susan; Steen, Paul. It is well known that the dynamics of a Hamiltonian system depends crucially on whether or not it possesses nonlinear resonances. This class of processes includes nonlinear optical harmonic generation at multiple frequencies of the input field. Sub-harmonic and ultra-harmonic resonances are not the only non-linear phenomena that might arise in addition to the main resonances, i.e. Title: Nonlinear Resonance of Mechanically Excited Sessile Drops. Official Full-Text Publication: Nonlinear Resonances on ResearchGate, the professional network for scientists. The attitude motion of a class of dual-spin spacecraft which exhibit nonlinear resonances during the despin process is studied. The significance of nonlinear resonances in multi-stage free-electron laser for a two-beam accelerator is discussed. The correspondence between classical nonlinear resonances and quantum mechanical Fermi resonances is discussed. The nonlinear terms, we next discuss canonical perturbation theory which leads us to nonlinear. We study nonlinear resonances in granular periodic one-dimensional chains. At the first glance, nonlinear resonance seems not to be so much different from the (linear) resonance of a harmonic oscillator.





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