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  1. Asymmetric phase modulation of light with parity-symmetry broken metasurfaces

    To design wavefront-shaping of metasurfaces, an analytic expression to predict the phase singularities in the complex plane and a general framework to predict and study these resonant systems are presented. It can be shown that breaking the out-of-plane symmetry allows for full-phase modulation with a single mode.

    E. Mikheeva, et al. Asymmetric phase modulation of light with parity-symmetry broken metasurfaces, Optica 10, 1287-1294 (2023).

    2023 DOI Publication link

    Metamaterials, optical resonators and antennas, Resonance Mode Computation

  2. Exploring Functional Photonic Devices made from a Chiral Metal–Organic Framework Material by a Multiscale Computational Method

    The combination of the metal-organic framework (novel group of crystalline porous thin-film materials) and electronic circular dichroism promises devices with unprecedented functionality. JCMsuite is used to simulate the resonances of the metal-organic cylinders.

    B. Zerulla, et al. Exploring Functional Photonic Devices made from a Chiral Metal–Organic Framework Material by a Multiscale Computational Method. Advanced Functional Materials, 34, 2301093 (2023).

    2023 DOI Publication link

    optical chirality, optical resonators and antennas, other fields, Resonance Mode Computation, other methods

  3. Near-unity Efficiency in Ridge Waveguide-based, On-chip Single-photon Sources

    In this paper, a design for pursuing a near-unity coupling efficiency in quantum dot cavity ridge waveguide single-photon sources is presented. Simulations are performed to achieve constructive interference and low scattering losses within the cavity and to overcome the issue of the mode mismatch of the cavity and the Bloch mode in the nanobeam.

    Y. J. Wang et al. Near-unity efficiency in ridge waveguide-based, on-chip single-photon sources. Mater. Quantum. Technol. 2.4 (2022).

    2022 DOI Publication link

    Light Sources, optical resonators and antennas, quantum optics, Resonance Mode Computation

  4. Eigenfrequency sensitivities using Riesz projections for efficient optimization of nanophotonic resonators

    The Riesz projection method allows to efficiently compute the eigenfrequency sensitivities of resonance problems. These are then used to optimize a nano resonator in terms of Q-factor, where the required scattering solutions are computed with the FEM method of JCMsuite.

    F. Binkowski, et al. Computation of eigenfrequency sensitivities using Riesz projections for efficient optimization of nanophotonic resonators. Commun. Phys. 5, 202 (2022).

    2022 DOI Publication link

    optical resonators and antennas, Advanced Finite Element Methods, Optimization and Parameter Retrieval Methods, Resonance Mode Computation

  5. Extraction of Silver Losses at Cryogenic Temperatures through the Optical Characterization of Silver-coated Plasmonic Nanolasers

    The silver losses in the range 10 K-180 K are reported by performing temperature-dependent micro-photoluminescence measurements in conjunction with numerical simulations on silver-coated nanolasers around near-infrared telecommunication wavelengths using JCMsuite.

    A. Koulas-Simos, et al. Extraction of silver losses at cryogenic temperatures through the optical characterization of silver-coated plasmonic nanolasers. Opt. Express, 30, 21664 (2022).

    2022 DOI Publication link

    optical resonators and antennas, other fields, Resonance Mode Computation

  6. Locally Structured On-Chip Optofluidic Hollow-Core Light Cages for Single Nanoparticle Tracking

    A waveguide system, which is locally structured to form on-chip optofluidic hollow-core light cages, is presented as a novel platform for waveguide-assisted nanoparticle tracking analysis. The mode behavior within the novel light cage is analyzed via measurements as well as simulations with JCMsuite.

    J. Kim, et al. Locally structured on-chip optofluidic hollow-core light cages for single nanoparticle tracking. ACS sensors 7, 2951 (2022).

    2022 DOI Publication link

    integrated optics, Light Scattering Computation, Resonance Mode Computation

  7. Hot electron generation through near-field excitation of plasmonic nanoresonators

    In this numerical study the hot-electron generation through the emission of a dipole source coupled to a plasmonic nanoresonator is numerically investigated by combining the solution of the time-harmonic Maxwell’s equations with a quantum model for hot electron generation. The results are interpreted with a quasinormal mode expansion of the nanoresonator.

    F. Binkowski, et al. Hot Electron Generation through Near-Field Excitation of Plasmonic Nanoresonators. ACS Photonics, 8, 1243 (2021).

    2021 DOI Publication link

    plasmonics, Light Scattering Computation, Resonance Mode Computation

  8. A Riesz-projection-based method for nonlinear eigenvalue problems

    A new contour-integation algorithm for general nonlinear eigenvalue problems is proposed. The algorithm has the advantage of returning only physically relevant eigenvalues that couple to external fields. JCMsuite is used to solve the scattering problems lying on the contour.

    F. Binkowski, et al. A Riesz-projection-based method for nonlinear eigenvalue problems. Journal of Computational Physics, 419, 109678 (2020).

    2020 DOI

    optical resonators and antennas, quantum optics, Resonance Mode Computation

  9. Micropillar lasers

    JCMsuite is used to compute modes of micropillar lasers

    A. Kaganskiy, et al. Micropillar lasers with site-controlled Optica 6, 404 (2019).

    2019 DOI

    Light Sources, integrated optics, optical resonators and antennas, quantum optics, Resonance Mode Computation

  10. Silver nanowires with silica coating as plasmonic resonators

    JCMsuite is used to compare experimental results on silica coated, resonant nanowires to theoretical models.

    M. Rothe, et al. Silver nanowires with optimized silica coating as versatile plasmonic resonators. Sci. Rep. 9, 3859 (2019).

    2019 DOI

    Photonic Waveguides and Fibers, optical resonators and antennas, plasmonics, Propagation Mode Computation, Resonance Mode Computation

  11. Numerical design for micropillar quantum light sources

    JCMsuite has been used for design and investigation of micropillars with site-controlled quantum dots.

    A. Kaganskiy, et al. Micropillars with a controlled number of site-controlled quantum dots. Appl. Phys. Lett. 112, 071101 (2018).

    2018 DOI Publication link

    Light Sources, optical resonators and antennas, quantum optics, Resonance Mode Computation

  12. Strong coupling in plasmonic resonators

    The questions whether strong coupling can be achieved with a single molecule and how this is proven is addressed in a numerical study using JCMsuite.

    G. Kewes, et al. Heuristic Modeling of Strong Coupling in Plasmonic Resonators. ACS Photonics 5, 4089 (2018).

    2018 DOI

    optical resonators and antennas, quantum optics, Resonance Mode Computation, other methods

  13. Quantum dot micropillar arrays for applications in photonic information processing

    Dense quantum dot micropillar arrays have been fabricated and investigated experimentally. The impact of design parameters like the diameter of the micropillars on Q-factors is investigated numerically using JCMsuite.

    T. Heuser, et al. Fabrication of dense diameter-tuned quantum dot micropillar arrays for applications in photonic information processing. APL Photonics 3, 116103 (2018).

    2018 DOI Publication link

    Light Sources, optical resonators and antennas, quantum optics, Resonance Mode Computation

  14. Computing resonance wavelengths and quality factors in photonic crystal membrane line defect cavities

    JCMsuite has been used in a benchmark study for computing resonances in high-Q cavities. Exponential convergence with finite element degree p is demonstrated to be a valuable measure for reliability of the respective numerical method.

    J. R. de Lasson, et al. Benchmarking five numerical simulation techniques for computing resonance wavelengths and quality factors in photonic crystal membrane line defect cavities. Opt. Express 26, 11366 (2018).

    2018 DOI

    integrated optics, optical resonators and antennas, photonic crystals, Resonance Mode Computation, software benchmarks

  15. Simulations of high-Q optical nanocavities: challenging modeling benchmark

    Four simulation methods are compared for the simulation task to compute optical properties of cavities with confinement due to gradual photonic band tuning.

    B. Maes, et al. Simulations of high-Q optical nanocavities with a gradual 1D bandgap. Opt. Express 21, 6794 (2013).

    2013 DOI Publication link

    integrated optics, optical resonators and antennas, photonic crystals, Resonance Mode Computation, software benchmarks

  16. Design of large-mode-area photonic bandgap rod fiber amplifiers

    JCMsuite is used in the design of large-mode-area fiber amplifiers

    T. T. Alkeskjold, et al. Single-mode ytterbium-doped large-mode-area photonic bandgap rod fiber amplifier. Opt. Express 19, 7398 (2011).

    2011 DOI Publication link

    Light Sources, Photonic Waveguides and Fibers, Propagation Mode Computation, Resonance Mode Computation, other methods