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The investigation algorithm first calculates natural frequencies and mode shapes from theoretical modal analyses by assuming the supports and joint connections are fully rigid.
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The model has been experimentally verified by means of modal analyses and operational accelerations.
Modal analyses of an integrated assembly were conducted by employing the fluid-structure (F-S) model as well as the traditional added-mass model.
The accuracy of the simplified model is validated by comparing the results from modal analyses, and static and dynamic time-history analyses of the refined finite element model.
The results of modal analyses using numerical solutions are shown to have acceptable accuracy compared with results obtained by in-situ test.
The three-dimensional theory of laminated plates and shells has been developed by Chao et al.[10 13, 62, 63] with many applications to impact and shock modal analyses.
This phenomenon is explained using a simple system model based on modal analyses.
However, the modal analyses were performed with the assumption of a bi-axial stress state.
Dynamic modal and dynamic analyses by means of two spectral accelerations were conducted to study the dynamic response.
This does not diminish their value as a negative control if the classification accuracy of these regions is indistinguishable from chance, however, which is what resulted from both the uni-modal and cross-modal analyses (Table 4).
Performance of this output-based modal controller is demonstrated and analysed by simulations of the nonlinear closed-loop system.
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