Arbitrary Angle Waveguide Bends Made of a New Heterostructure Phononic Crystal
محورهای موضوعی :
Mechanics of Solids
Mohammad Bagherinouri
1
(Faculty of Engineering, Arak University, Arak, Iran)
M Moradi
2
(Department of Mechanical Engineering, Isfahan University of Technology, Isfahan, Iran)
تاریخ دریافت : 1401/12/29
تاریخ پذیرش : 1402/02/20
تاریخ انتشار : 1402/03/11
کلید واژه:
Heterostructure,
Arbitrary angle waveguide bends,
Phononic crystal,
چکیده مقاله :
In this paper, an arbitrary angle waveguide bend made of a new heterostructure phononic crystal has been studied. By creation of line defects in the proposed heterostructure which is composed of square and rhombus phononic crystals, a simple structure waveguide bend with arbitrary angles is made. Analyzing the proposed bend showed that by creating line defects in the composition of the square and equilateral triangle lattices, 30˚ waveguide bend can be realized. Also the study showed that by creating line defects in the composition of the square and rhombus lattices, 40˚ (20˚) waveguide bend could be obtained if the angular constant of the rhombus lattice is 80˚ (40˚). The 40˚ and 20˚ waveguide bends have a narrow pass band which can be utilized as a filter to separate a specific frequency and guide it along a defined pass. Also the study shows that by incorporation of 90˚ bend within the presented heterostructure bends, waveguide bends can be realized that guide elastic waves in the arbitrary angles greater than 90˚.
چکیده انگلیسی:
In this paper, an arbitrary angle waveguide bend made of a new heterostructure phononic crystal has been studied. By creation of line defects in the proposed heterostructure which is composed of square and rhombus phononic crystals, a simple structure waveguide bend with arbitrary angles is made. Analyzing the proposed bend showed that by creating line defects in the composition of the square and equilateral triangle lattices, 30˚ waveguide bend can be realized. Also the study showed that by creating line defects in the composition of the square and rhombus lattices, 40˚ (20˚) waveguide bend could be obtained if the angular constant of the rhombus lattice is 80˚ (40˚). The 40˚ and 20˚ waveguide bends have a narrow pass band which can be utilized as a filter to separate a specific frequency and guide it along a defined pass. Also the study shows that by incorporation of 90˚ bend within the presented heterostructure bends, waveguide bends can be realized that guide elastic waves in the arbitrary angles greater than 90˚.
منابع و مأخذ:
Pennec, Vasseur O., Djafari-Rouhani J., Dobrzyński B., Deymier A. , 2010, Two-dimensional phononic crystals: Examples and applications, Surface Science Reports 65: 229-291.
Khelif A., Adibi , 2015, Phononic Crystals: Fundamentals and Applications, Springer.
Alrowaili Z.A., 2023, Locally resonant porous phononic crystal sensor for heavy metals detection: A new approach of highly sensitive liquid sensors, Journal of Molecular Liquids 369: 120964.
Gueddida A., 2023, Phononic crystal made of silicon ridges on a membrane for liquid sensing, Sensors 23: 2080.
Gantasala S., 2023, Enhanced piezoelectric energy harvesting based on sandwiched phononic crystal with embedded spheres, Physica Scripta 98: 035029.
Zhang B., 2021, Application of phononic crystals for vibration reduction and noise reduction of wheel-driven electric buses based on neural networks, Proceedings of the Institution of Mechanical Engineers, Part D: Journal of Automobile Engineering 236(7): 1619-1627.
Xudong , 2019, Vibration reduction of car body based on 2D dual-base locally resonant phononic crystal, Applied Acoustics 151: 1-9.
Yongdu, 2021, Isolating low-frequency vibration from power systems on a ship using spiral phononic crystals, Ocean Engineering 225: 108804.
Yu H., 2021, Phononic band gap and free vibration analysis of fluid-conveying pipes with periodically varying cross-section, Applied Sciences 11: 10485.
Albino , Godinho L., Amado-Mendes P., Alves-Costa P. , Dias-da-Costa D., Soares Jr D., 2019, 3D FEM analysis of the effect of buried phononic crystal barriers on vibration mitigation, Engineering Structures 196: 109340.
Gueddida A., 2020, Numerical analysis of a tubular phononic crystal sensor, 2020 IEEE Sensors, Rotterdam, Netherlands.
Mehaney A., 2022, Hydrostatic pressure effects for controlling the phononic band gap properties in a perfect phononic crystal, Optical and Quantum Electronics 54: 94.
Djafari-Rouhani B., 2008, Absolute band gaps and waveguiding in free standing and supported phononic crystal slabs, Photonic Nanosrtuct 6: 32-37.
Jia Z., Chen Y., Yangm H., Wang L., 2018, Designing phononic crystals with wide and robust band gaps, Physical Review Applied 9: 044021.
Shaobo Z., Liu J., Zhang H., Wang S., 2021, Tunable low frequency band gap and waveguide of phononic crystal plates with different filling ratio, Crystals 11: 828.
Laud V., 2021, Principles and properties of phononic crystal waveguides, APL Materials 9: 080701.
Khelif , 2002, Transmittivity through straight and stublike waveguides in a two-dimensional phononic crystal, Physical Review B 65: 174308.
Khelif A., Choujaa A., Benchabane S., 2004, Guiding and bending of acoustic waves in highly confined phononic crystal waveguides, Applied Physics Letters 84: 4400-4402.
Salman A., Kaya A., Cicek, 2014, Determination of concentration of ethanol in water by a linear waveguide in a 2-dimensional phononic crystal slab, Sensors and Actuators A: Physical 208: 50-55.
Kafesaki , Sigalas M. M., García N., 2000, Frequency modulation in the transitivity of wave guides in elastic-wave band-gap materials, Physical Review Letters 85: 4044,.
Khelif , Djafari-Rouhani B., Vasseur J.O., Deymier P.A., 2003, Transmission and dispersion relations of perfect and defect-containing waveguide structures in phononic band gap materials, Physical Review B 68: 024302.
Benchabane S., Khelif A., Choujaa A., Djafari-Rouhani B., Laude V., 2005, Interaction of waveguide and localized modes in a phononic crystal, Europhysics Letters 71: 570-575.
Mohammadi S., Adibi A., 2011, On chip complex signal processing devices using coupled phononic crystal slab resonators and waveguides, AIP Advances 1: 041903.
Yang X., Zhong J., Xiang J., 2022, Optimization scheme for piezoelectric energy harvesting in line-defect for 2D starlike hole-type phononic crystals considering waveguides, AIP Advances 12: 015012.
Guo, Schubert M., Dekorsy T., 2016, Finite element analysis of surface modes in phononic crystal waveguides, Journal of Applied Physics 119: 124302.
Korozlu N., Biçer A., Sayarcan D., Adem K., Cicek O., 2022, Acoustic sorting of airborne particles by a phononic crystal waveguide, Ultrasonics 124: 106777.
Yao Y.W., Wu F.G., Hou Z.L., Liu Y.Y., 2007, Propagation properties of elastic waves in semi-infinite phononic crystals and related waveguides, European Physical Journal B 58: 353-360.
Yao Y.W., Hou Z.L., Liu Y.Y., 2006, The propagating properties of the hetero-structure phononic waveguide, Journal of Physics D: Applied Physics 39: 5164-5168.
Zarbakhsh J., Hagmann F., Mingaleev S.F., Busch K., Hingerl K., 2004, Arbitrary angle waveguiding applications of two-dimensional curvilinear-lattice photonic crystals, Applied Physics Letters 84: 4687-4689.
Horiuchi N., Segawa Y., Nozokido T., Mizuno K., Miyazaki H., 2005, High-transmission waveguide with a small radius of curvature at a bend fabricated by use of a circular photonic crystal, Optics Letters 30: 973-975.
Zhang Y., Li B., 2008, Arbitrary angle waveguide bends in two-dimensional photonic crystals, Optics Communications 281: 4307-4311.
Li H., Zhang L.H., Chen Y.Q., Feng T.H., Jiang H.T.,Chen H., 2014, Arbitrary angle waveguide bends based on zero-index Metamaterials, Applied Physics A 117: 1541-1545.
Chen Y.Y., Huang G.L., 2015, Active elastic metamaterials for subwavelength wave propagation control, Acta Mechanica Sinica 31: 349-363.
Bagherinouri , Moradi M., 2016, Presentation and investigation of a new two dimensional heterostructure phononic crystal to obtain extended band gap, Physica B 489: 28-32.
Chew W.C., Liu Q.H., 1996, Perfectly matched layers for elastodynamics: A new absorbing boundary condition, Journal of Computational Acoustics 4: 341-359.
