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The purpose of this paper is to analyze a new, whole-spacecraft isolator and its performance of vibration isolation, which has been designed to ensure spacecraft safety at the launching stage.
The design is based on the analysis of fractional derivative stress-strain constitutive relationship of viscoelastic materials. First, the authors study the constitutive relationships for viscoelastic solid of the damping materials, then the authors introduce the results obtained to the equations of motion for the damped isolator.
By performing a series of transformation, the authors obtain the analytical solution of the equations. It is shown that the results compare favourably to the numerical simulations and experiments. In addition, a saturation phenomenon for the first order damping ratio is also discussed.
It is found that the constitutive relationships written in terms of the fractional calculus can be applied in the system function of the whole-spacecraft vibration isolator. Such relationships, developed previously from a model analysis base, have been shown to be useful tools for engineering analyses.
Some suggestions are given to improve the design of viscoelastic whole-spacecraft isolators. The establishment of a theoretical basis for the new fractional differential dynamical system enhances their value, as they may now be used with increased reliability of satellite.
Dynamics of vibration isolation system obeying fractional differentiation
Aircraft Engineering and Aerospace Technology ; 84 , 2 ; 103-108
2012-03-16
6 pages
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
Dynamics of vibration isolation system obeying fractional differentiation
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