Mechanically concealed holes
Kanka Ghosh, Andreas M. Menzel

TL;DR
This paper explores how a shell around a hole in an elastic material can be designed to maintain the material's stiffness, using continuum theory and atomistic simulations to inform practical mechanical cloaking strategies.
Contribution
It provides a mathematical expression for shell thickness to conceal holes and validates predictions through molecular dynamics simulations at atomistic scales.
Findings
Shell thickness can be adjusted to preserve stiffness.
Continuum theory predictions hold at atomistic scales.
Mechanical cloaking can be achieved without changing material properties.
Abstract
When a hole is introduced into an elastic material, it will usually act to reduce the overall mechanical stiffness. A general ambition is to investigate whether a stiff shell around the hole can act to maintain the overall mechanical properties. We consider this effect from a macroscopic continuum perspective down to atomistic scales. For this purpose, we focus on the basic continuum example situation of an isotropic, homogeneous, linearly elastic material loaded uniformly under compressive plane strain for low concentrations of holes. As we demonstrate, the thickness of the shell can be adjusted in a way to maintain the overall stiffness of the system. We derive a corresponding mathematical expression for the thickness of the shell that conceals the hole. Thus, one can work with given materials to mask the presence of the holes simply by adjusting the thickness of the surrounding…
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