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- W2121274158 abstract "Variable matrices method is applied for adaptive gyroscopic structure systems to investigate the capability to change their inertia and damping characteristics in this paper. The method realizes the concept of selfidentication that means adaptive structures identify their unknown structural properties by using dynamical responses to the variable and controllable parameters. A cantilevered beam model with an adaptive gyroscopic damper is demonstrated as a exible space structure in the numerical analyses. The identication algorithms based on the variable matrices method is derived to identify the bending stiness and the mass of unit length of the beam by using the variation of the moment of inertia and the variation of the angular momentum of the rotor. The numerical examples showed that the identication algorithms had no singular characteristics with the large error. The results also showed that the large angular momentum of the rotor aected the accuracy of the identication with proposed algorithms. It was shown that both the variable moment of inertia and the variable angular momentum could be used for the self-identication with the algorithms." @default.
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- W2121274158 date "2004-04-19" @default.
- W2121274158 modified "2023-09-26" @default.
- W2121274158 title "Variable Matrices Method for Self-identification of Adaptive Gyroscopic Structure Systems" @default.
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- W2121274158 doi "https://doi.org/10.2514/6.2004-1980" @default.
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