2010
DOI: 10.1051/epjap/2009149
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Helices of optimal shape for nonreflecting covering

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Cited by 13 publications
(15 citation statements)
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“…The alternative route to satisfy the polarizability balance η 0 α ee = α mm /η 0 of the metasurface unit cell in a wide frequency range is based on the use of bianisotropic inclusions constructed by a single metal wire [23], [24], [39]- [42]. In such inclusions, the induced electric and magnetic dipole moments are defined by the same current distribution (mode) along the wire.…”
Section: Metasurface Inclusionsmentioning
confidence: 99%
“…The alternative route to satisfy the polarizability balance η 0 α ee = α mm /η 0 of the metasurface unit cell in a wide frequency range is based on the use of bianisotropic inclusions constructed by a single metal wire [23], [24], [39]- [42]. In such inclusions, the induced electric and magnetic dipole moments are defined by the same current distribution (mode) along the wire.…”
Section: Metasurface Inclusionsmentioning
confidence: 99%
“…where Z HFSS denotes the impedance parameter which the HFSS simulation computes and it is in the form of Z HFSS [output port i, output mode α, input port j, input mode β]. The 2×2 impedance matrix in (7) can also be diagonalized as,…”
Section: A Synthesis Of An Impedance-matched Cpssmentioning
confidence: 99%
“…where Z X n and Z Y n are the eigenvalues of the 2×2 impedance matrix in (7) and R is a square matrix whose columns are the linearly independent eigenvectors of the 2×2 impedance matrix. Physically speaking, R is a 2×2 rotational matrix and θ is the angle for which the whole layer is rotated by.…”
Section: A Synthesis Of An Impedance-matched Cpssmentioning
confidence: 99%
See 1 more Smart Citation
“…The local electric dipole moment (or electric response) p − R V eηSldV and magnetic dipole moment m 1 2 R V r × jdV are connected by the condition jpj jmj∕c; here −e is the electron charge, η is the volume density of electrons, Sl is the electron displacement vector at location l, dV S ⊥ dl is the volume of an omega segment, with dl the length and S ⊥ πd 2 ∕4 the cross-section of the segment (d is the diameter of the wire), r is the radius-vector of the particle, j is the current density vector, and c is the speed of light. p and m are tuned by the shape of the omega particle and, in turn, create scattered electromagnetic radiation [11,[13][14][15].…”
mentioning
confidence: 99%