2021
DOI: 10.1103/physrevapplied.15.044015
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Parallel Analog Computing Based on a 2×2 Multiple-Input Multiple-Output Metasurface Processor With Asymmetric Response

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Cited by 23 publications
(15 citation statements)
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“…It is seen that after the superposition of arbitrary phases, we will end up with a complex number, including both amplitude and phase. The required amplitude and phase distributions over the metasurface for multi concentration points are calculated as [45] N n=1 a n .e −jΦn(i,j) = A f (i, j)e −jΦf (i,j) , (7) where Φ n is the phase profile, a n is the weight factor (amplitude coefficient) of n-th focal point, and N indicates the number of focus spots. Also, A f is the final amplitude profile, and Φ f is the final phase profile of the multi-focal meta-lens.…”
Section: A Formulations Of Amplitude and Phase Profiles Across Multi-focal Meta-lensmentioning
confidence: 99%
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“…It is seen that after the superposition of arbitrary phases, we will end up with a complex number, including both amplitude and phase. The required amplitude and phase distributions over the metasurface for multi concentration points are calculated as [45] N n=1 a n .e −jΦn(i,j) = A f (i, j)e −jΦf (i,j) , (7) where Φ n is the phase profile, a n is the weight factor (amplitude coefficient) of n-th focal point, and N indicates the number of focus spots. Also, A f is the final amplitude profile, and Φ f is the final phase profile of the multi-focal meta-lens.…”
Section: A Formulations Of Amplitude and Phase Profiles Across Multi-focal Meta-lensmentioning
confidence: 99%
“…Before demonstrating the methodology, it is emphasized that continuous profiles of amplitude and phase will be obtained using the analytical formulation mentioned in Equation (7). Depending on the available bits, we face a limited number of states for unit cell amplitude and phase.…”
Section: B Theoretical Calculations Of Near-field Distributionmentioning
confidence: 99%
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