Simulation Computation of Two-dimensional Hexagonal Honeycomb Photonic Crystals Energy Band Structure Based on COMSOL

Authors

  • Tong Cui
  • Haoran Xin

DOI:

https://doi.org/10.54097/dhqcg542

Keywords:

Photonic crystals, Energy band structure, FEM.

Abstract

This study employs COMSOL software, integrating the plane wave expansion method and finite element method, to simulate and analyze the energy band structure of two-dimensional hexagonal honeycomb photonic crystals. By setting parameters and conducting scans, this paper not only maps out the electric field intensity and energy band distribution but also discovers a significant enhancement of electric field intensity at the lattice's high symmetry points, indicating a higher likelihood of electromagnetic waves' presence at these points. Furthermore, the notable energy gaps between the second and third energy bands provide directions for subsequent research. The findings of this study are of significant value for research and development in optoelectronic integration and communication, demonstrating an effective comprehensive method for analyzing the energy band structure of two-dimensional hexagonal honeycomb photonic crystals.

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References

Liu Min. Study on Elliptic side Core Photonic Crystal Fiber Sensor based on Surface Plasmon Resonance [D]. Nanjing University of posts and Telecommunications, 2023.

Xiao Li, Lei Tianyu, Liang Yu, et al. Two-dimensional functional photonic crystal [J]. Journal of physics,2016,65(13):160-168.

Wenchao Chen, Wenling Ren, Mingliang Cheng, Xianguo Liu, Xuefeng Zhang, Mingji Zhang, Strain induced photonic topological insulator[J], Physics Letters A, Volume 447,2022, 128299.

Geng Tao, Wu Na, Dong Xiangmei, etc. Study on tunable approximate zero refractive index based on MHD photonic crystals [J]. Physics Journal,2016,65(01):189-194.

Susa N 2002 J. Appl. Phys. 91 3501

Yu Jian, Shen Hongjun, Ye Song, etc. Design of a new type of efficient photonic crystal multi-channel download filter [J]. Journal of Optics,2012,32(11):68-73.

WANG X H, GU B Y, LI Z Y. Large absolute photonic band gaps created by rotating noncircular rods in two-dimensional lattices[J]. Physical Review B, 1999, 60(16): 11417-11421

ANDERSON C M, GIAPIS K P. Larger two-dimensional photonic band gaps [J]. Physical Review Letters, 1996, 77(14): 2949-

JIN J M. The finite element method in electromagnetism [M]. New York: Wiley–IEEE press, 2002.

SABA M, THIEL M, TURNER M D. Circular dichroism in biological photonic crystals and cubic chiral nets [J]. Physical Re-view Letters, 2011, 106: 103902.

Liu Jiping, Zhang Xiaoru, Liu Han, etc. The band gap structure of two-dimensional photonic crystals is studied by two methods. Journal of Anqing normal University (Natural Science Edition),2019,25(02):17-20+36.

Wang, CX; Fu, ZY, The Analysis of Band Structure of Photonic Crystals[C]. ICAROB 2018: PROCEEDINGS OF THE 2018 INTERNATIONAL CONFERENCE ON ARTIFICIAL LIFE AND ROBOTICS, 96-99.

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Published

22-05-2024

How to Cite

Cui, T., & Xin, H. (2024). Simulation Computation of Two-dimensional Hexagonal Honeycomb Photonic Crystals Energy Band Structure Based on COMSOL. Highlights in Science, Engineering and Technology, 100, 9-13. https://doi.org/10.54097/dhqcg542