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Mobile Networks and Applications
Published in: Mobile Networks and Applications 2/2023

10-07-2020

A New Meminductor Based Hyperchaotic Circuit and its Implementation

Authors: Xujiong Ma, Jun Mou, Chenguang Ma, Jieyang Wang, Tianming Liu

Published in: Mobile Networks and Applications | Issue 2/2023

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Abstract

A new meminductor based hyperchaotic oscillator and its mathematical model were presented. Meanwhile, some basic dynamic properties such as equilibrium point and stability were analyzed. Through Lyapunov exponents and bifurcation diagram and other commonly used dynamic analysis methods, the system’s dynamic characteristics were analyzed, and observed several special dynamic phenomena, such as coexisting attractor. Then, the circuit was implemented through the DSP platform and the results confirm the validity of the theoretical analysis. Combined the analysis of theory and simulation, it shows that the new meminductor based hyperchaotic system has abundant dynamic characteristics. The complex dynamic behaviors in the new system enrich the related research of the meminductive circuits.
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Literature
1.
Chua L (1971) Memristor-the missing circuit element. IEEE Trans Circ Theory 18(5):507–519CrossRef
2.
Chen M, Yu J, Yu Q, Li C, Bao B (2014) A Memristive diode bridge-based canonical Chua’s circuit. Entropy 16(12):6464–6476CrossRef
3.
Mou J, Sun K, Wang H, Ruan J (2017) Characteristic analysis of fractional-order 4D hyperchaotic memristive circuit. Math Probl Eng 2017:1–13MathSciNetCrossRef
4.
Wu H, Bao B, Liu Z, Xu Q, Jiang P (2016) Chaotic and periodic bursting phenomena in a memristive Wien-bridge oscillator. Nonlinear Dyn 83:893–903MathSciNetCrossRef
5.
Xi H, Li Y, Xia H (2014) Generation and nonlinear dynamical analyses of fractional-order Memristor-based Lorenz systems. Entropy 16(12):6240–6253CrossRef
6.
Muthuswamy B, Chua LO (2010) Simplest chaotic circuit. Int J Bifurcation Chaos 20(05):1567–1580CrossRef
7.
Bao B, Ma Z, Xu J, Liu Z, Xu Q (2011) A simple memristor chaotic circuit with complex dynamics. Int J Bifurcation Chaos 21(09):2629–2645CrossRef
8.
Bao B, Shi G, Xu J, Liu Z, Pan S (2011) Dynamics analysis of chaotic circuit with two memristors. Sci China Technol Sci 54(8):2180–2187CrossRef
9.
Bi-Rong X (2013) A simplest parallel chaotic system of memristor. Acta Phys Sin 62(19):99–106
10.
Teng L, Iu HH, Wang X, Wang X (2014) Chaotic behavior in fractional-order memristor-based simplest chaotic circuit using fourth degree polynomial. Nonlinear Dyn 77(1–2):231–241CrossRef
11.
Corinto F, Krulikovskyi V, Haliuk SD (2016) Memristor-based chaotic circuit for pseudo-random sequence generators. In: 2016 18th Mediterranean Electrotechnical conference (MELECON). IEEE, pp 1–3
12.
Xiong L, Zhang X, Chen Y (2019) Experimental verification of volt-ampere characteristic curve for a memristor-based chaotic circuit. Circuit world ahead-of-print (ahead-of-print)
13.
Strukov DB, Snider GS, Stewart DR, Williams RS (2008) The missing memristor found. Nature 453(7191):80–83CrossRef
14.
Tour JM, He T (2008) Electronics: the fourth element. Nature 453(7191):42–43CrossRef
15.
Ventra MD, Pershin YV, Chua LO (2009) Circuit elements with memory: Memristors, Memcapacitors, and Meminductors. Proc IEEE 97(10):1717–1724CrossRef
16.
Pershin YV, Ventra MD (2010) Experimental demonstration of associative memory with memristive neural networks. Neural Netw Off J Int Neural Netw Soc 23(7):881–886
17.
Shin S, Kim K, Kang S-M (2011) Memristor applications for programmable analog ICs. IEEE Trans Nanotechnol 10(2):266–274CrossRef
18.
Witrisal K (2009) Memristor-based stored-reference receiver–the UWB solution? Electron Lett 45(14):713–714CrossRef
19.
Pei J-S, Wright JP, Todd MD, Masri SF, Gay-Balmaz F (2015) Understanding memristors and memcapacitors in engineering mechanics applications. Nonlinear Dyn 80(1–2):457–489CrossRef
20.
Yuan F, Wang G, Wang X (2017) Chaotic oscillator containing memcapacitor and meminductor and its dimensionality reduction analysis. Chaos 27(3):033103MathSciNetCrossRef
21.
Wang G-Y, Cai B-Z, Jin P-P, Hu T-L (2015) Memcapacitor model and its application in a chaotic oscillator. Chin Phys B 25(1):010503CrossRef
22.
Yuan F, Wang G, Jin P, Wang X, Ma G (2016) Chaos in a meminductor-based circuit. Int J Bifurcation Chaos 26(08):1650130MathSciNetCrossRef
23.
Fouda ME, Radwan AG (2014) Meminductor response under periodic current excitations. Circ Syst Sig Process 33(5):1573–1583CrossRef
24.
Mou J, Sun K, Ruan J, He S (2016) A nonlinear circuit with two memcapacitors. Nonlinear Dyn 86(3):1–10CrossRef
25.
Pershin YV, Di Ventra M (2011) Emulation of floating memcapacitors and meminductors using current conveyors. Electron Lett 47(4):243CrossRef
26.
Wang X, Yu J, Jin C, Iu HHC, Yu S (2019) Chaotic oscillator based on memcapacitor and meminductor. Nonlinear Dyn 96(1):161–173CrossRef
27.
Xu B, Wang G, Iu HH-C, Yu S, Yuan F (2019) A memristor–meminductor-based chaotic system with abundant dynamical behaviors. Nonlinear Dyn 96(1):765–788CrossRef
28.
Hu Z, Li Y, Jia L, Yu J (2010) Chaotic oscillator based on current-controlled meminductor. In: 2010 International Conference on Communications, Circuits and Systems (ICCCAS). IEEE, pp 820–823
29.
Yu D, Liang Y, Iu HHC, Chua LO (2014) A universal Mutator for transformations among Memristor, Memcapacitor, and Meminductor. IEEE Trans Circ Syst II Express Briefs 61(10):758–762
30.
Wang G-Y, Jin P-P, Wang X-W, Shen Y-R, Yuan F, Wang X-Y (2016) A flux-controlled model of meminductor and its application in chaotic oscillator. Chin Phys B 25(9):090502CrossRef
31.
Pershin YV, Ventra MD (2012) SPICE model of memristive devices with threshold. Radioengineering 22(2):485–489
32.
Xiong L, Liu Z, Zhang X (2017) Dynamical analysis, synchronization, circuit design, and secure communication of a novel Hyperchaotic system. Complexity 2017(2):4962739
33.
Mou J, Yang F, Chu R, Cao Y (2019) Image compression and encryption algorithm based on hyper-chaotic map. Mob Netw Appl 3:1–13
34.
Xiao Y, Sun K, He S (2020) Dynamics of a hyperchaotic map with spherical attractor. Phys Scr 95:065215CrossRef
35.
Zhang X, Li C, Lei T, Liu Z, Tao C (2020) A symmetric controllable Hyperchaotic hidden attractor. Symmetry 12(4):550CrossRef
36.
Yuan F, Wang G-Y, Jin P-P (2015) Study on dynamical characteristics of a meminductor model and its meminductor-based oscillator. Acta Phys Sin 64(21):210504CrossRef
Metadata
Title
A New Meminductor Based Hyperchaotic Circuit and its Implementation
Authors
Xujiong Ma
Jun Mou
Chenguang Ma
Jieyang Wang
Tianming Liu
Publication date
10-07-2020
Publisher
Springer US
Published in
Mobile Networks and Applications / Issue 2/2023
Print ISSN: 1383-469X
Electronic ISSN: 1572-8153
DOI
https://doi.org/10.1007/s11036-020-01601-8

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