By Alexander F. Vakakis
The papers during this quantity tackle complicated nonlinear issues within the basic parts of vibration mitigation and process id, equivalent to, tools of research of strongly nonlinear dyanmical structures; concepts and methodologies for analyzing advanced, multi-frequency transitions in damped nonlinear responses; new techniques for passive vibration mitigation in line with nonlinear specific strength move (TET) and the linked suggestion of nonlinear strength sink (NES); and an summary and evaluation of present nonlinear procedure identity thoughts.
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Additional info for Advanced Nonlinear Strategies for Vibration Mitigation and System Identification
Hence, we will be interested in fundamental nonlinear resonances of system (1). Targeted Energy Transfer in Systems with Periodic Excitations 55 After substitution of (2) and (3) into (1) and subsequent averaging aver the fast oscillations of frequency unity, we obtain the following slow–flow (complex modulation) equations: M1 jHV M1 HM2 H A jH M1 M2 2(1 H ) 2(1 H ) 2 M2 O(1 H ) M2 2 jHV M1 HM2 j(1 H ) 2 HA j M2 M2 M2 M1 2(1 H ) 2(1 H ) 2 2 (4) The system of equations (4) has a complicated structure and cannot be solved analytically.
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