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This cross-modal projection of afferents can be explained by the repealing among sensory afferents and the attraction from each of sensory cortices to specific afferents.
This paper deals with the validation of a modal projection method for the low-frequency vibroacoustic response of an elastic structure coupled to a cavity filled with a dense compressible fluid (water).
In Part II, the experimental work is related to a theoretical study of the mechanics of the elastica, and the study of a two-degree-of-freedom model obtained by modal projection.
The fact that the mode shapes become heavily distorted by extra harmonic content renders the nominal modal projection-based methods inaccurate and thus numerically ineffective in the context of repeated analysis of multiple misalignment realizations.
In this paper, an efficient modal projection-based reduction method, which accounts for transient dynamic responses of structural system with multiple damping models, is proposed in the framework of a modified precise integration method.
Since a multi-modal projection is necessarily non-gaussian, a set ofsuch interesting projections or modes can be found by requiring these to bestatistically independent across sample space.
These multi-modal projections are interesting since they may differentiate tissuetypes.
A projection operator is defined allowing the projection of measurements onto the duct modal basis.
The projection of the fluid pressure on the in vacuo eigenvectors leads to a fully coupled system involving the modal time-dependent displacement coefficients, which are the problem unknowns.
Maximal projection vs projection of signal on curved surface.
A Projection of the cases.
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