Dispersion Analysis of TE Modes in 1D Magnetized Ferrite Photonic Crystals for Tunable and Switchable Band Gap Filtering Device Applications under Transverse Magnetization Configuration

Open Access

Year : 2023 | Volume :11 | Special Issue : 07 | Page : 60-68
By

Dr. Yogesh Sharma

Abstract

The article comprehensively explores the dispersion characteristics exhibited by TE modes within one-dimensional magnetized ferrite photonic crystals, particularly under the influence of transverse magnetization. We employed the rigorous transfer matrix method, a powerful tool for theoretical investigation, calculation, and behavior analysis of such intricate systems. Our research delves into the structural parameters that govern the behavior of these ferrite photonic crystals, explicitly focusing on the incident parallel wave vector (β) and the filling factor (f) while also considering the impact of an external magnetic field. This multifaceted analysis reveals intriguing insights into the behavior of electromagnetic waves within these unique crystal structures. One of the key findings of our study is the profound influence of the filling factor (f) and the incident wave vector (β) on the emergence and properties of photonic band gaps (PBGs). Notably, as we increased both the filling factor (f) and the incident wave vector (β) while keeping the length of the period constant, we observed a significant effect on the allowed and forbidden band gaps. These band gaps shifted towards the higher wavelength region, illustrating the dynamic nature of these crystals in response to varying parameters. When β is equal to or greater than 3, no band is allowed, and the entire band appears to become a gap. This intriguing behavior suggests the potential utility of these structures as tunable and switchable band gap filtering devices with promising applications in various fields. Our comprehensive study sheds light on the intricate dispersion characteristics of TE modes within magnetized ferrite photonic crystals, offering valuable insights into their behavior under transverse magnetization. This research contributes to the fundamental understanding of these materials and opens doors to innovative applications in photonics band gap research application.

Keywords: Ferrite photonic crystal, Magnetic Field, Dispersion behaviour, Photonic Band Gaps

[This article belongs to Special Issue under section in Journal of Polymer and Composites(jopc)]

How to cite this article: Dr. Yogesh Sharma. Dispersion Analysis of TE Modes in 1D Magnetized Ferrite Photonic Crystals for Tunable and Switchable Band Gap Filtering Device Applications under Transverse Magnetization Configuration. Journal of Polymer and Composites. 2023; 11(07):60-68.
How to cite this URL: Dr. Yogesh Sharma. Dispersion Analysis of TE Modes in 1D Magnetized Ferrite Photonic Crystals for Tunable and Switchable Band Gap Filtering Device Applications under Transverse Magnetization Configuration. Journal of Polymer and Composites. 2023; 11(07):60-68. Available from: https://journals.stmjournals.com/jopc/article=2023/view=126131

Full Text PDF Download


Browse Figures

References

1.
Vasiliev M, Alameh K, Belotelov V, Kotov VA, and Zvezdin AK, “Magnetic photonic crystals: 1-D optimization and applications for the integrated optics devices,” J. Lightwave Technol., 2006.
2.
Zamani M, and Ghanaatshoar M, “Miniaturized magnetophotonic crystals for multifunction applications in infrared region,” Opt. Eng., 2015, vol. 54(9), pp. 097103-1-097103-8.
3.
Inoue M, Arai K, Fujii T, and Abe M, “Magneto-optical properties of one-dimensional photonic crystals composed of magnetic and dielectric layers,” J. Appl. Phys., 1998, vol. 83 (11), pp. 6768- 6770.
4.
Steel MJ, Levy M, and Osgood Jr. RM, “High transmission enhanced Faraday rotation in one-dimensional photonic crystals with defects,” IEEE. Photon. Technol. Lett., 2000, vol. 12, pp. 1171–1173.
5.
Bita I, and Thomas EL, “Structurally chiral photonic crystals with magneto-optic activity: indirect photonic bandgaps, negative refraction, and super-prism effects,” J. Opt. Soc. Am. B, 2005, vol. 22(6), pp. 1199-1210.

6.
Wang Z, and Fan S, “Optical circulators in two-dimensional magneto-optical photonic crystals,” Opt. Lett., 2005, vol. 30 (15), pp. 1989-1991.
7.
Wolfe R, Lieberman RA, Fratello VJ, Scotti RE, and Kopylov N, “Etch‐tuned ridged waveguide magneto‐optic isolator,” Appl. Phys. Lett., 1990, vol. 56, pp. 426-428.
8.
Mumcu G, Sertel K, Volakis JL, Vitebskiy I, and Figotin A, “RF propagation in finite thickness nonreciprocal magnetic photonic crystals,” IEEE APS Symposium 2004, Vol. 2, pp. 1395–1398.
9.
Figotin A and Vitebsky I, “Electromagnetic unidirectionality in magnetic photonic crystals,” Phys. Rev. B, 2003, vol. 67, pp. 165210-1- 165210-20.
10.
Liu SY, Lu WL, Z. Lin F, Chui ST, “Magnetically controllable unidirectional electromagnetic wave guiding devices designed with metamaterials,” Appl. Phys. Lett., 2010, vol. 97, pp. 201113-1- 201113-3.
11.
Yu Z, and Wang Z, “One-way total reflection with one-dimensional magneto-optical photonic crystals,” Appl. Phys. Lett., vol. 90, pp. 121133-1-121133-3, 2007.
12.
Xi X, Lin M, Qiu W, Ouyang Z, Wang Q, and Liu Q, “Polarization-independent circulator based on ferrite and plasma materials in two-dimensional photonic crystal,” Scientific Reports, 2018, vol. 8, pp. 1-12.
13.
Grishin A.M, and Khartsev SI, “All-garnet magneto-optical photonic crystals,” J. Magn. Soc. Jpn., vol. 32, pp. 140-145, 2008.
14.
Liu JX, Xu HY, Yang ZK, Xie X, Zhang Y, and Yang HW, “A research of magnetic control ferrite photonic crystal filter,” Plasmonics, 2017, vol. 12, pp. 971–976.
15.
Bi K, Huang K, Zeng LY, Zhou MH, Wang QM, Wang YG, and Lei M, “Tunable dielectric properties of ferrite-dielectric based metamaterial,” PLoS ONE., vol. 10, pp. 1-8, 2015.
16.
Fan F, Chang SJ, Niu C, Hou Yu, Wang XH, “Magnetically tunable silicon-ferrite photonic crystals for terahertz circulator,” Opt. Commun., vol. 285, pp. 3763-3769, 2012.
17.
Fesenko VI, Tuz VR, Fedorin IV, Sun HBo, V. M. Shulga and Wei Han, “Control of single-mode operation in a circular waveguide filled by a longitudinally magnetized gyro electromagnetic medium,” J. Electromag. Wave., 2017 vol. 31(13), pp. 1265-1276.
18.
Dib N, and Omar A, “Dispersion analysis of multilayer cylindrical transmission lines containing magnetized ferrite substrates,” IEEE Trans. Microw. Theory Tech., 2002, vol. 50, pp. 1730-1736.
19.
Sharma Y, and Prasad S, “Dispersion properties of one-dimensional magnetized ferrite photonic crystals in transverse magnetization configuration for transverse magnetic modes,” Eur. Phys. J. D, 2018, vol. 73, pp. 166-1-166-10.
20.
Sharma Y, and Prasad S, “Properties of dispersion and phase index in magnetized one-dimensional ferrite photonic crystals in longitudinal configuration for TM mode,” Superlattice Microst., vol. 120, pp. 463-472, 2018.
21.
Pozar DM, Microwave Engineering, 3rd ed., Wiley publication New York, 2004.
22.
Igarashi M, and Naito Y,”Tensor permeability of partially magnetized ferrites,” IEEE. Transactions on Magnetics, 1977, vol. 13, pp. 1664–1668.


Special Issue Open Access Original Research
Volume 11
Special Issue 07
Received August 21, 2023
Accepted September 13, 2023
Published November 13, 2023