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Titlebook: IUTAM / IFToMM Symposium on Synthesis of Nonlinear Dynamical Systems; Proceedings of the I E. Lavendelis,M. Zakrzhevsky Conference proceedi

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楼主: 大口水罐
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Steady-State Dynamics of Two Nonlinear MDOF Mechanical Engineering Systems, Typically, the models of these systems are characterized by many degrees of freedom (mdof), whereas the nonlinearities are only connected to a limited number of those degrees of freedom. The key issue in the analysis method is the integration of the finite element technique with numerical tools for
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,Nonlinear Dynamics of Three-Degree-of-Freedom Manipulator’s Model,of optimal robots velocities and motion accuracy [1-4]. Using powerful computers, it is possible to use dynamical manipulator’s model as a “heart” of a control algorithm. That dynamical model should predict optimal control of the manipulator’s elements in order to reduce usually complicated and harm
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Nonlinear Vibration Analysis of Machine Oil Viscosity,elastic system from linear into the nonlinear one. Mathematically the problem is presented as a set of nonlinear partial differential equations describing transverse forced vibrations of four elastic elements (tensioned strings) connected with the working mass of viscometer and interacting with a ma
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An Asymptotic Numerical Method to Compute Stationary Navier-Stokes Solutions and Bifurcation Pointsponds to a transition between a stationary solution and a time-periodic one (J.E. Marsden and M.McCracken, 1976). The solutions of the stationary Navier-Stokes are determined with an Asymptotic-Numerical Method (N. Damil and M. Potier-Ferry, 1990) which is a combination between a perturbation techni
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On Nonlinear Vibration of Nonuniform Beam with Rectangular Cross-Section and Parabolic Thickness Va using the factorization method. This beam with constant width and parabolic thickness is a good approximation of the gear tooth profile. It permits a nonlinear bending vibrations study (moderately large curvatures) of the gear tooth (the cantilever beam case). The case of the beam with a sharp end
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