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In this paper this method (the modal constraint method) is applied to discrete systems.
These approaches are, namely, the inverse Finite Element Method, the Modal Method and Ko's Displacement Theory.
With this method, the modal distribution along critical system paths is identified, and the contribution of each machine and network device is computed.
Utilising this method, the modal damping parameters of the compressor blade were calculated based on direction-dependent material properties of single unidirectional carbon fibre-reinforced epoxy layers.
In this method, the modal equivalent stiffness ratio is independent of the length of the piezoelectric element under the ideal condition.
The applicability of the N2 method, the modal pushover analysis (MPA) and an adaptive pushover analysis method are investigated for estimating the peak seismic responses of unreinforced masonry buildings with flexible diaphragms.
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Based on this method, the modal-averaged sound radiation efficiencies of acoustically thick circular cylindrical shells are calculated.
SRSM is based on application of the stochastic finite-element method via the polynomial chaos expansion method or the modal perturbation method.
The new formulation is validated through comparison of EFEA results to classical techniques such as statistical energy analysis (SEA) method and the modal decomposition method for bodies of revolution.
The relationship between the wave components in the present method and the modal modes in the modal method is also explained.
Several approximate methods, including the modal expansion method, are also proposed to calculate the forced harmonic response, and their solution errors are assessed.
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