On the asymptotics of integrals arising in the study of the wave motion in lattices
Nadezhda I. Aleksandrova

TL;DR
This paper introduces a method to determine the asymptotic behavior of integrals that appear in the analysis of wave motion in lattice structures within solid mechanics.
Contribution
It provides a novel approach for asymptotic analysis of integrals specific to wave phenomena in lattice-based solid mechanics models.
Findings
Derived asymptotic formulas for integrals in wave motion
Enhanced understanding of wave propagation in lattices
Applicable to complex lattice structures
Abstract
We present a method for finding the asymptotics of integrals arising in solid mechanics.
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Taxonomy
TopicsAcoustic Wave Phenomena Research · Arctic and Antarctic ice dynamics · Advanced Mathematical Modeling in Engineering
