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We demonstrated the possibility of designing super-thin electromagnetic cloaks based on spoof surface plasmon (SSP).
We present an analysis of acoustic cloaks based on the homogenization of two fluidlike materials, with an emphasis on periodically layered imperfect cloaks, by removing the singularities of the acoustic parameters required for ideal cloaks.
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The cloaking based on singular transformations can not avoid a singularity of the resulting Laplace Beltrami operator because singular transformations blow up one point to a sphere.
In this paper, we consider the acoustic cloaking based on singular transformations and its approximation in the context of scattering problems in R3.
A carpet cloak based on graphene is designed and realized by making an approximate hemisphere surface which behaves as a flat surface, and the performances of the cloak are simulated by finite element method.
Cephalopods are masters of disguise, often harnessing both structural color and pigments to modify their cloak based on the brightness of their environment.
The cloaks are based on technology first developed by Sir John Pendry at Imperial College London.
Besides the cloaking devices based on transformation acoustics, acoustic cloaking can also be realized by using scattering cancellation method to eliminate the scattered acoustic field between background and system [76 82].
An imperfect multi-layered acoustic cloak is proposed for a two-dimensional cloaking zone based on feasible material properties.
However, discussions on cloaking performance based on different design parameters effects are lacking.
In order to counteract the lateral shifts, we redesign the parameters of the cloaking slab based on the coordinate transformation.
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