In order to analyse the nature of the turbulence, the curvilinear coordinate system is established according to the relations of cartesian coordinate system. Aiming at this turbulence mechanism, the turbulence boundary equations were established, then all grid points of the coordinates can be got by the established equations. The dangerous degree measure (risk factor) was put forward. The mathematical model of risk factor was established as to quantitatively describe the danger level of turbulence. A turbulence signal processing algorithm is proposed combined with the Doppler effect and the computing grid. The simulation results show that the curvilinear coordinate system and three-dimensional turbulence field can reflect the characteristics of turbulence, and risk factor can reflect the danger level of turbulence, the proposed turbulence signal processing algorithm can detect and forecast the turbulence effectively.
Published in | Communications (Volume 4, Issue 1) |
DOI | 10.11648/j.com.20160401.11 |
Page(s) | 1-7 |
Creative Commons |
This is an Open Access article, distributed under the terms of the Creative Commons Attribution 4.0 International License (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted use, distribution and reproduction in any medium or format, provided the original work is properly cited. |
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Copyright © The Author(s), 2016. Published by Science Publishing Group |
Turbulence, Curvilinear Coordinate System, Grid Generation, Spectrum Width, Wind Velocity
[1] | Oreifej. O, Xin-Li, Shah. M, Simultaneous Video Stabilization and Moving Object Detection in Turbulence, IEEE Transactions on Pattern Analysis and Machine Intelligence, 2013, 35 (2): 450-462. |
[2] | Treib. M, Burger. K, Reichl. F, Meneveau. C, Szalay. A, Westermann. R, Turbulence Visualization at the Terascale on Desktop PCs, IEEE Transactions on Visualization and Computer Graphics, 2012, 18 (2): 2169-2177. |
[3] | Gil. E, Laguna. P, Martinez. J. P, Barquero-Perez. O, Garcia-Alberola. A, Sornmo. L, Heart Rate Turbulence Analysis Based on Photoplethysmography, IEEE Transactions on Biomedical Engineering, 2013, 60 (11): 3149-3155. |
[4] | Gibson. K. B, Nguyen. T. Q, An Analysis and Method for Contrast Enhancement Turbulence Mitigation, IEEE Transactions on Image Processing, 2014, 23 (7): 3179-3190. |
[5] | Xuan Tang, Zhaocheng Wang, Zhengyuan Xu, Ghassemlooy. Z, Multihop Free-Space Optical Communications Over Turbulence Channels with Pointing Errors using Heterodyne Detection, Journal of Lightwave Technology, 2014, 32 (15): 2597-2604. |
[6] | Rajbhandari. S, Ghassemlooy. Z, Haigh. P. A, Kanesan. T, Xuan Tang, Experimental Error Performance of Modulation Schemes Under a Controlled Laboratory Turbulence FSO Channel, Journal of Lightwave Technology, 2015, 33 (1): 244-250. |
[7] | Pham. H. T. T, Dang. N. T, Pham. A. T, Effects of atmospheric turbulence and misalignment fading on performance of serial-relaying M-ary pulse-position modulation free-space optical systems with partially coherent Gaussian beam, IET Communications, 2014, 8 (10): 1762-1768. |
[8] | Puryear. A. L, Shapiro. J. H, Parenti. R. R, Reciprocity-enhanced optical communication through atmospheric turbulence — Part II: Communication architectures and performance, IEEE/OSA Journal of Optical Communications and Networking, 2013, 5 (8): 888-900. |
[9] | Kaur. P, Jain. V. K, Kar. S, Performance Analysis of FSO Array Receivers in Presence of Atmospheric Turbulence, IEEE Photonics Technology Letters, 2014, 26 (2): 1165-1168. |
[10] | Xuegui Song, Fan Yang, Julian Cheng, Alouini. M. S, BER of Subcarrier MPSK and MDPSK Systems in Atmospheric Turbulence, Journal of Lightwave, 2015, 33 (1): 161-170. |
[11] | Vu. B. T, Dang. N. T, Thang. T. C, Pham. A. T, Bit error rate analysis of rectangular QAM/FSO systems using an APD receiver over atmospheric turbulence channels, IEEE/OSA Journal of Optical Communications and Networking, 2013, 5 (5): 437-446. |
[12] | Katherine Mc Caffrey, Baylor Fox-Kemper, Peter E, Hamlington. Jim Thomson, Characterization of turbulence anisotropy, coherence, and intermittency at a prospective tidal energy site: Observational data analysis, Renewable Energy, 2015, 76 (4): 441-453. |
[13] | Susumu. G, J. C. Vassilicos, Energy dissipation and flux laws for unsteady turbulence, Physics Letters A, 2015, 379 (16): 1144-1148. |
[14] | Philippe R, Spalart. Philosophies and fallacies in turbulence modeling, Progress in Aerospace Sciences, 2015, 74: 1-15. |
[15] | Y. Li, A. M. Castro, T. Sinokrot, W. Prescott, P. M. Carrica, Coupled multi-body dynamics and CFD for wind turbine simulation including explicit wind turbulence, Renewable Energy, 2015, 76, (4): 338-361. |
[16] | V. Raj Mohan, D. C. Haworth, Turbulence–chemistry interactions in a heavy-duty compression–ignition engine, Proceedings of the Combustion Institute, 2015, 35 (3): 3053-3060. |
[17] | J. Shinjo, J. Xia, A. Umemura, Droplet/ligament modulation of local small-scale turbulence and scalar mixing in a dense fuel spray, Proceedings of the Combustion Institute, 2015, 35 (2): 1595-1602. |
[18] | K. Prabu, D. Sriram. Kumar, MIMO free-space optical communication employing coherent BPOLSK modulation in atmospheric optical turbulence channel with pointing errors, Optics Communications, 2015, 343 (15): 188-194. |
[19] | Erhan Pulat, Hıfzı Arda Ersan, Numerical simulation of turbulent airflow in a ventilated room: Inlet turbulence parameters and solution multiplicity, Energy and Buildings, 2015, 93 (15): 227-235. |
[20] | Andreas Engelen, Susanne Schmidt, Michael Buchsteiner, The Simultaneous Influence of National Culture and Market Turbulence on Entrepreneurial Orientation: A Nine-country Study, Journal of International Management, 2015, 21 (7): 18-30. |
[21] | Xiaoyang Liu, Yong Li, Chengyu Feng, Simulation and analysis of turbulence signals in airborne pulse Doppler radar, Systems engineering and electronics, 2015, 21 (1): 18-30. |
[22] | Xiaoyang Liu, Yong Li, Turbulence signal processing in the airborne weather radar, International Journal of Advancements in Computing Technology, 2013, 34 (5): 816-824. |
[23] | Yong Li, Xiaoyang Liu, Chengyu Feng, Three dimensional turbulent flow formation and simulation analysis in airborne radar, Systems engineering and electronics, 2013, 35 (6): 1193-1198. |
[24] | Paolo Orlandi, Sergio Pirozzoli, Matteo Bernardin, George F. Carnevale, A minimal flow unit for the study of turbulence with passive scalars, Journal of Turbulence, 2014, 15 (2): 731-751. |
[25] | L. Djenidi, S. F. Tardu, R. A. Antonia, L. Danaila, Breakdown of Kolmogorov’s first similarity hypothesis in grid turbulence, Journal of Turbulence, 2014, 15 (3): 596-610. |
[26] | Xiaoyang Liu, Chao Liu. Wanping Liu. Wind Shear Target Echo Modeling and Simulation. Discrete Dynamics in Nature and Society, 2015 (4): 1-6. |
[27] | Ugur Cakir, Ertugrul Kargi, Hakan Sarman, Cengiz Isik. Impact of Diabetic Foot on Selected Psychological or Social Characteristics. Journal of Diabetes Research, 2014, 8: 2-9. |
[28] | Detlef Lohse, Siegfried Grossmann. Intermittency in turbulence. Physica A: Statistical Mechanics and its Applications, 1993, 194 (2): 519-531. |
APA Style
Xiaoyang Liu, Wanping Liu, Chao Liu, Xiaoping Zeng. (2016). Nonlinear Time-Varying Turbulence Signal Processing and Simulation Under Curvilinear Coordinate System. Communications, 4(1), 1-7. https://doi.org/10.11648/j.com.20160401.11
ACS Style
Xiaoyang Liu; Wanping Liu; Chao Liu; Xiaoping Zeng. Nonlinear Time-Varying Turbulence Signal Processing and Simulation Under Curvilinear Coordinate System. Communications. 2016, 4(1), 1-7. doi: 10.11648/j.com.20160401.11
AMA Style
Xiaoyang Liu, Wanping Liu, Chao Liu, Xiaoping Zeng. Nonlinear Time-Varying Turbulence Signal Processing and Simulation Under Curvilinear Coordinate System. Communications. 2016;4(1):1-7. doi: 10.11648/j.com.20160401.11
@article{10.11648/j.com.20160401.11, author = {Xiaoyang Liu and Wanping Liu and Chao Liu and Xiaoping Zeng}, title = {Nonlinear Time-Varying Turbulence Signal Processing and Simulation Under Curvilinear Coordinate System}, journal = {Communications}, volume = {4}, number = {1}, pages = {1-7}, doi = {10.11648/j.com.20160401.11}, url = {https://doi.org/10.11648/j.com.20160401.11}, eprint = {https://article.sciencepublishinggroup.com/pdf/10.11648.j.com.20160401.11}, abstract = {In order to analyse the nature of the turbulence, the curvilinear coordinate system is established according to the relations of cartesian coordinate system. Aiming at this turbulence mechanism, the turbulence boundary equations were established, then all grid points of the coordinates can be got by the established equations. The dangerous degree measure (risk factor) was put forward. The mathematical model of risk factor was established as to quantitatively describe the danger level of turbulence. A turbulence signal processing algorithm is proposed combined with the Doppler effect and the computing grid. The simulation results show that the curvilinear coordinate system and three-dimensional turbulence field can reflect the characteristics of turbulence, and risk factor can reflect the danger level of turbulence, the proposed turbulence signal processing algorithm can detect and forecast the turbulence effectively.}, year = {2016} }
TY - JOUR T1 - Nonlinear Time-Varying Turbulence Signal Processing and Simulation Under Curvilinear Coordinate System AU - Xiaoyang Liu AU - Wanping Liu AU - Chao Liu AU - Xiaoping Zeng Y1 - 2016/05/13 PY - 2016 N1 - https://doi.org/10.11648/j.com.20160401.11 DO - 10.11648/j.com.20160401.11 T2 - Communications JF - Communications JO - Communications SP - 1 EP - 7 PB - Science Publishing Group SN - 2328-5923 UR - https://doi.org/10.11648/j.com.20160401.11 AB - In order to analyse the nature of the turbulence, the curvilinear coordinate system is established according to the relations of cartesian coordinate system. Aiming at this turbulence mechanism, the turbulence boundary equations were established, then all grid points of the coordinates can be got by the established equations. The dangerous degree measure (risk factor) was put forward. The mathematical model of risk factor was established as to quantitatively describe the danger level of turbulence. A turbulence signal processing algorithm is proposed combined with the Doppler effect and the computing grid. The simulation results show that the curvilinear coordinate system and three-dimensional turbulence field can reflect the characteristics of turbulence, and risk factor can reflect the danger level of turbulence, the proposed turbulence signal processing algorithm can detect and forecast the turbulence effectively. VL - 4 IS - 1 ER -