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The subject of scattering flexural wave in a thin plate with multiple circular inclusions under the incident flexural wave is studied in this paper.
All dynamic kernels of plate in the direct formulation are expanded into degenerate forms to avoid the integral singularity and further the rotated degenerate kernels have been derived to consider the general case of multiple circular inclusions.
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The material is modeled by a finite rectangular domain containing multiple circular holes and elastic inclusions.
We study the neutrality of circular inclusions with single or multiple coatings in the context of finite plane elasticity.
Two examples concerning circular inclusions are investigated.
Three kinds of SRV are designed with multiple circular airfoils.
Consider 2D two-phase random composites with circular inclusions of concentration f.
Scattering by circular inclusions with different plate properties is discussed, and numerical results are presented.
In this paper, bone-like composite materials were modeled by using circular inclusions as osteons and their cement lines.
Performance comparisons with PHSs with multiple circular perforations show favourable heat transfer and pressure drop characteristics.
A general series solution to the magnetoelastic problem of interacting circular inclusions in plane magnetoelasticity is provided in this paper.
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