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This behaviour demonstrates the importance of taking into account indirect coupling loss factors in SEA models having several subsystems.
In this paper an approach that allows to perform frequency analysis in structural models having several nonlinear springs is presented and its performance is compared with the results provided by time domain analysis methods.
Both components are generalized additive models (GAM's): nonparametric extensions of linear regression models having several variants depending on the choice of smoothing technique, the procedure used to find estimates of the nonparametric functions for multivariate models, and the number of degrees of freedom for each covariate [ 27, 28].
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Despite being highly valuable in studying this complex disorder, current animal models have several limitations.
Conventional microscopic and discrete finite element models have several problems hindering application for the deformation mechanism analysis.
Although DFN models have several advantages, they cannot be used directly with standard history matching techniques for strongly heterogeneous reservoirs with complex fracture geometry (Yan et al. 2016).
In this respect, transgenic Drosophila models have several advantages for investigation of AD pathology.
While macroscopic models such as Model 1 are useful first approximations of the dynamics of cumulative cultural evolution, such models have several limitations.
Climate-driven species distribution models have several limitations including exclusion of other biotic, physiological, and geographic controls on a species' distribution.
Existing models have several limitations.
Our models have several variants.
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