Journal of Infrared and Millimeter Waves, Volume. 43, Issue 2, 261(2024)
Chaotic and fractal characteristics of infrared electromagnetic wavefield in the media of atmosphere
[1] WANG C., CHEN J., WANG S.. Fractal and Chaotic Features for Varying Component of the Earth’s Magnetic Field[J]. Chinese Journal of Geophysics, 38, 16-24(1995).
[2] Hochstetter J., Zhu R., Loeffler A. et al. Avalanches and edge-of-chaos learning in neuromorphic nanowire networks[J]. Nature Communications, 12, 1-13(2021).
[3] Toker D., Sommer F.T., D’Esposito M.. A simple method for detecting chaos in nature[J]. Nature Communications biology, 1-13(2020).
[4] LI X.. Chaos Theory and its Applications of Atmospheric Boundary Layer Turbulence Research[J]. Advance in Earth Sciences 李昕, 15, 178-183(2000).
[5] Li Y., Wu A.. Analysis of Chaos Characteristics of Atmospheric Electric Field based on Wavelet Decomposition and Phase Space Reconstruction[J]. Value Engineering, 161-163(2016).
[6] Wu J., Huang S., .Huang Y et al. Mesoscopic chaos mediated by Drude electronhole plasma in silicon optomechanical oscillators[J]. Nature Communications, 8, 1-7(2017).
[7] Gaspard P., Briggs M. E., Francis M. K. et al. Microscopic chaos from brownian motion?[J]. Nature, 401, 876(1999).
[8] Aßmann M., Thewes J., Fröhlich D. et al. Quantum chaos and breaking of all anti-unitary symmetries in Rydberg excitons[J]. Nature Materials, 15, 741-745(2016).
[9] Zhao K., Zhu Z., Huang J.. Introduction to Nonlinear Physics[M].
[10] Haykin S., Puthusserypady S.[M]. Chaotic dynamics of sea clutter(1999).
[11] Değirmenci , Koçak N., Chaos in product maps Ş.[J]. Turk. J. Math., 34, 593-600(2011).
[12] Ke D.. Unifying complexity and information[J]. Science Report, 3, 1585(2013).
[13] Zhao X., Ji M., Zhang N. et al. Permutation transition entropy: Measuring the dynamical complexity of financial time series[J]. Chaos, Solicons and Fractals, 139, 10992(2020).
[14] Richman J.,. Moorman. Physiological time-series analysis using approximate entropy and sample entropy[J]. Am J. Physiol Heart Circ Physiol, 278, 40005(2000).
[15] Bandt C., Pompe B.. Permutation entropy: a natural complexity measure for time series[J]. Phys Rev Lett, 88, 174102(2002).
[16] Benettin G., Galgani L., Giorgilli A. et al. Lyapunov characteristic exponents for smooth dynamical systems and for hamiltonian systems: A method for computing all of them. part2: Numerical application[J]. Meccanica, 15, 21-30(1980).
[17] Wolf A., Swift J. B., Swinney H. L. et al. Determining lyapunov exponents from a time series[J]. Physica D: Nonlinear Phenomena, 16, 285-317(1985).
[18] Tempelman J.R., Khasawneh F.A.. A look into Chaos Detection through Topological Data Analysis[J]. Physica D: Nonlinear Phenomena, 406, 132226(2020).
[19] Gottwald G. A., Melbourne I.. On the implementation of the 0–1 test for chaos[J]. SIAM Journal on Applied Dynamical Systems, 8, 129-145(2009).
[20] Gottwald G. A., Melbourne I.. Testing for chaos in deterministic systems with noise[J]. Physica D: Nonlinear Phenomena, 212, 100-110(2005).
[21] Lancaster G., Iatsenko D., Pidde A., Ticcinelli V., Stefanovska A.. Surrogate data for hypothesis testing of physical system[J]. Physics Reports, 748, 1-60(2018).
[22] Fraser A M, Swinney H L. Independent coordinates for strange attractors from mutual information[J]. Physical review A, 33, 1134-1140(1986).
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Wen-Jun XU, Sheng-Li SUN, Gao-Rui LIU. Chaotic and fractal characteristics of infrared electromagnetic wavefield in the media of atmosphere[J]. Journal of Infrared and Millimeter Waves, 2024, 43(2): 261
Category: Research Articles
Received: Jun. 29, 2023
Accepted: --
Published Online: Apr. 29, 2024
The Author Email: Sheng-Li SUN (palm_sun@mail.sitp.ac.cn), Gao-Rui LIU (liugaorui@mail.sitp.ac.cn)