2017
DOI: 10.1103/physrevapplied.8.014005
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Designing Devices for Wave-Vector Manipulation Using a Transformation-Optics Approach

Abstract: A transformation optics approach was used to derive a general method for designing electromagnetic devices able to manipulate the wave vectors in the specific manner required by the functionality of the device. While the wave paths inside the device remain of a secondary importance the wave vectors are gradually changed in the desired way by choosing the appropriate coordinate transformation. The proposed method was applied to design both converging and diverging flat lenses. Computer simulations revealed the … Show more

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Cited by 2 publications
(6 citation statements)
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“…Considering the z-axis as the optical axis of the proposed system, the transformation media of the lenses used to build up the device are generated by functions which transform only the z coordinate of the original space, z→z/h(x, y) through the transformation function h(x, y), while the x and y coordinates remain unaltered. Giloan et al [20] described in detail the steps leading to the retrieval of the transformation function which generates the medium of a converging lens embedded in the free space, i.e. relative permittivity and permeability are equal to unity.…”
Section: Optical System Descriptionmentioning
confidence: 99%
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“…Considering the z-axis as the optical axis of the proposed system, the transformation media of the lenses used to build up the device are generated by functions which transform only the z coordinate of the original space, z→z/h(x, y) through the transformation function h(x, y), while the x and y coordinates remain unaltered. Giloan et al [20] described in detail the steps leading to the retrieval of the transformation function which generates the medium of a converging lens embedded in the free space, i.e. relative permittivity and permeability are equal to unity.…”
Section: Optical System Descriptionmentioning
confidence: 99%
“…In the study of this optical device, of particular interest, are the transmission coefficients at these interface planes. Giloan et al [20] derived the following expression of the transmission coefficient at the output interface P i of the device as a function of α angle…”
Section: Optical System Descriptionmentioning
confidence: 99%
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