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Topological photonic nanorod lattice. (a) Two dimerized nanorod lattices with equal unit cells are overlapped on one edge to create a symmetric topological cavity. As indicated by the coloring, the symmetricity implies a switching of the two sites within the unit cell. (b–d) <t>3D-FDTD</t> simulations of this structure. (b) Spectrum containing a pronounced photonic band gap spanning 150 nm and the cavity mode centered in it. (c) Mode profile corresponding to the interface mode overlaid with the outline of the device. (d) Band structure simulation verifying the existence of a fully open photonic band gap.
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Topological photonic nanorod lattice. (a) Two dimerized nanorod lattices with equal unit cells are overlapped on one edge to create a symmetric topological cavity. As indicated by the coloring, the symmetricity implies a switching of the two sites within the unit cell. (b–d) <t>3D-FDTD</t> simulations of this structure. (b) Spectrum containing a pronounced photonic band gap spanning 150 nm and the cavity mode centered in it. (c) Mode profile corresponding to the interface mode overlaid with the outline of the device. (d) Band structure simulation verifying the existence of a fully open photonic band gap.
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finite-difference time-domain (fdtd) method as implemented in the ansys lumerical 3d electromagnetic simulator software package - by Bioz Stars, 2026-07
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3d finite-difference time-domain simulations  (ANSYS inc)
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Topological photonic nanorod lattice. (a) Two dimerized nanorod lattices with equal unit cells are overlapped on one edge to create a symmetric topological cavity. As indicated by the coloring, the symmetricity implies a switching of the two sites within the unit cell. (b–d) <t>3D-FDTD</t> simulations of this structure. (b) Spectrum containing a pronounced photonic band gap spanning 150 nm and the cavity mode centered in it. (c) Mode profile corresponding to the interface mode overlaid with the outline of the device. (d) Band structure simulation verifying the existence of a fully open photonic band gap.
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Topological photonic nanorod lattice. (a) Two dimerized nanorod lattices with equal unit cells are overlapped on one edge to create a symmetric topological cavity. As indicated by the coloring, the symmetricity implies a switching of the two sites within the unit cell. (b–d) 3D-FDTD simulations of this structure. (b) Spectrum containing a pronounced photonic band gap spanning 150 nm and the cavity mode centered in it. (c) Mode profile corresponding to the interface mode overlaid with the outline of the device. (d) Band structure simulation verifying the existence of a fully open photonic band gap.

Journal: ACS Photonics

Article Title: Single-Mode Laser in the Telecom Range by Deterministic Amplification of the Topological Interface Mode

doi: 10.1021/acsphotonics.3c01372

Figure Lengend Snippet: Topological photonic nanorod lattice. (a) Two dimerized nanorod lattices with equal unit cells are overlapped on one edge to create a symmetric topological cavity. As indicated by the coloring, the symmetricity implies a switching of the two sites within the unit cell. (b–d) 3D-FDTD simulations of this structure. (b) Spectrum containing a pronounced photonic band gap spanning 150 nm and the cavity mode centered in it. (c) Mode profile corresponding to the interface mode overlaid with the outline of the device. (d) Band structure simulation verifying the existence of a fully open photonic band gap.

Article Snippet: 3D finite-difference time domain (FDTD) simulations of the ideal topological lattice were carried out in the commercially available software Ansys Lumerical FDTD.

Techniques: