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- W1569224662 abstract "When non-linear systems are tested dynamically they are usually excited by a shaker system in which the displacement amplitude of excitation can be prescribed, as the response of the non-linear system is, in general, a function of the amplitude of excitation [1]. In this situation the shaker dynamics need not be considered in any modeling of the system under test. However this requires a feedback controller to be used in conjunction with the shaker [2]. If a controller is not used, then the shaker dynamics has to be taken into account and modelled along with the system under test. This paper describes an experimental set-up in which an electrodynamic shaker is used to excite a system that behaves approximately as an oscillator with a linear-plus-hardening cubic non-linearity." @default.
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- W1569224662 date "2009-01-01" @default.
- W1569224662 modified "2023-09-27" @default.
- W1569224662 title "ON THE EFFECTS OF SHAKER DYNAMICS ON THE RESPONSE OF A NON-LINEAR OSCILLATOR UNDER TEST" @default.
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