Erratum: Loss-Free Negative-Index Metamaterials Using Forward Light Scattering in Dielectric Meta-Atoms (ACS Photonics (2018) 5:4 (1370-1374) DOI: 10.1021/acsphotonics.7b01400)

Seokjae Yoo, Suyeon Lee, Q Han Park

Research output: Contribution to journalComment/debate

Abstract

In the original published paper,1 eq 3 should be corrected to ϵ'μ″ + μ'ϵ″ ≈ Nϵ0μ0(αe″ + αm″) < 0 (1) In this Addition/Correction, we point out that the antiresonance in dielectric resonators can help achieve the negative-index condition, eq 1. Antiresonance in resonant dielectric particles is the anomalous magnetic response at the electric resonance (or vice versa).2,3 The imaginary part of the polarizabilities αe″ and αm″ can be negative at the antiresonance, and thus, eq 1 can be satisfied by using resonant dielectric particles. This is also consistent with the discussion on the antiresonance in page 1373 of the original manuscript.1.

Original languageEnglish
Number of pages1
JournalACS Photonics
Volume5
Issue number6
DOIs
Publication statusPublished - 2018 Jun 20

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Optics and Photonics
Forward scattering
Metamaterials
forward scattering
Light scattering
Photonics
light scattering
photonics
Light
Atoms
Dielectric resonators
atoms
resonators

ASJC Scopus subject areas

  • Electronic, Optical and Magnetic Materials
  • Biotechnology
  • Atomic and Molecular Physics, and Optics
  • Electrical and Electronic Engineering

Cite this

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title = "Erratum: Loss-Free Negative-Index Metamaterials Using Forward Light Scattering in Dielectric Meta-Atoms (ACS Photonics (2018) 5:4 (1370-1374) DOI: 10.1021/acsphotonics.7b01400)",
abstract = "In the original published paper,1 eq 3 should be corrected to ϵ'μ″ + μ'ϵ″ ≈ Nϵ0μ0(αe″ + αm″) < 0 (1) In this Addition/Correction, we point out that the antiresonance in dielectric resonators can help achieve the negative-index condition, eq 1. Antiresonance in resonant dielectric particles is the anomalous magnetic response at the electric resonance (or vice versa).2,3 The imaginary part of the polarizabilities αe″ and αm″ can be negative at the antiresonance, and thus, eq 1 can be satisfied by using resonant dielectric particles. This is also consistent with the discussion on the antiresonance in page 1373 of the original manuscript.1.",
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T2 - Loss-Free Negative-Index Metamaterials Using Forward Light Scattering in Dielectric Meta-Atoms (ACS Photonics (2018) 5:4 (1370-1374) DOI: 10.1021/acsphotonics.7b01400)

AU - Yoo, Seokjae

AU - Lee, Suyeon

AU - Park, Q Han

PY - 2018/6/20

Y1 - 2018/6/20

N2 - In the original published paper,1 eq 3 should be corrected to ϵ'μ″ + μ'ϵ″ ≈ Nϵ0μ0(αe″ + αm″) < 0 (1) In this Addition/Correction, we point out that the antiresonance in dielectric resonators can help achieve the negative-index condition, eq 1. Antiresonance in resonant dielectric particles is the anomalous magnetic response at the electric resonance (or vice versa).2,3 The imaginary part of the polarizabilities αe″ and αm″ can be negative at the antiresonance, and thus, eq 1 can be satisfied by using resonant dielectric particles. This is also consistent with the discussion on the antiresonance in page 1373 of the original manuscript.1.

AB - In the original published paper,1 eq 3 should be corrected to ϵ'μ″ + μ'ϵ″ ≈ Nϵ0μ0(αe″ + αm″) < 0 (1) In this Addition/Correction, we point out that the antiresonance in dielectric resonators can help achieve the negative-index condition, eq 1. Antiresonance in resonant dielectric particles is the anomalous magnetic response at the electric resonance (or vice versa).2,3 The imaginary part of the polarizabilities αe″ and αm″ can be negative at the antiresonance, and thus, eq 1 can be satisfied by using resonant dielectric particles. This is also consistent with the discussion on the antiresonance in page 1373 of the original manuscript.1.

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