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Several simple criteria for predicting the occurrence of the mode localization and frequency loci veering are given.
Vibration mode localization and frequency loci veering in disordered structures of aircraft engineering are discussed in this paper.
The effect of the constraint parameters on the mode localization and veering of natural frequency loci are also examined.
The review covers the more common and relevant cases where mode localization and vibration confinement are likely to occur in engineering structures.
The results of this study show that the mass as well as the stiffness of the coupler has significant influences on the mode localization and weak coupling conditions.
In this paper, we show how the problem of mode localization and vibration confinement can be formulated as a problem in the theory of stability of differential equations with a.p. coefficients.
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The results of this study show that Timoshenko beam effects of rotational inertia and shear deformation have a considerable influence on the mode localization phenomena and that imperfections in the supporting springs have a considerable influence on the stability of the LTB model.
The curve veering and mode localization can be noted by comparison of the derivatives with a critical value and hence the associated eigenvalues are close.
In particular, we investigate bandgap formation and mode localization properties in aperiodic photonic structures based on the accurate calculation of their local density of states (LDOS).
The results obtained using the simple inter-span coupling model reveal phenomena (i.e., eigenvalue crossings and veerings and associated mode localization) that are qualitatively similar to those featured by the more complex model of inter-span coupling, thereby confirming the usefulness of the simple coupling model.
This pathological condition is recognized as a source of relevant phenomena, such as frequency veering and mode localization or hybridization.
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