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作 者:Mohamad Afendee Mohamed Talal Bonny Aceng Sambas Sundarapandian Vaidyanathan Wafaa Al Nassan Sen Zhang Khaled Obaideen Mustafa Mamat Mohd Kamal Mohd Nawawi
机构地区:[1]Faculty of Informatics and Computing,Universiti Sultan Zainal Abidin,Malaysia [2]Department of Computer Engineering,University of Sharjah,Sharjah,26666,UAE [3]Department of Mechanical Engineering,Universitas Muhammadiyah Tasikmalaya,Indonesia [4]Research and Development Centre,Vel Tech University,Avadi,Chennai,India [5]School of Artificial Intelligence,and Automation,and Key Laboratory of Image Processing,and Intelligent Control of Education Ministry of China,Huazhong University of Science,and Technology,Wuhan,430074,China [6]Institute of Strategic Industrial Decision Modeling,School of Quantitative Sciences,Universiti Utara Malaysia,06010,UUM Sintok,Kedah,Malaysia
出 处:《Computers, Materials & Continua》2023年第6期5987-6006,共20页计算机、材料和连续体(英文)
基 金:funded by the Center for Research Excellence,Incubation Management Center,Universiti Sultan Zainal Abidin via an internal grant UniSZA/2021/SRGSIC/07.
摘 要:In recent years,there are numerous studies on chaotic systems with special equilibrium curves having various shapes such as circle,butterfly,heart and apple.This paper describes a new 3-D chaotic dynamical system with a capsule-shaped equilibrium curve.The proposed chaotic system has two quadratic,two cubic and two quartic nonlinear terms.It is noted that the proposed chaotic system has a hidden attractor since it has an infinite number of equilibrium points.It is also established that the proposed chaotic system exhibits multi-stability with two coexisting chaotic attractors for the same parameter values but differential initial states.A detailed bifurcation analysis with respect to variations in the system parameters is portrayed for the new chaotic system with capsule equilibrium curve.We have shown MATLAB plots to illustrate the capsule equilibrium curve,phase orbits of the new chaotic system,bifurcation diagrams and multi-stability.As an engineering application,we have proposed a speech cryptosystem with a numerical algorithm,which is based on our novel 3-D chaotic system with a capsule-shaped equilibrium curve.The proposed speech cryptosystem follows its security evolution and implementation on Field Programmable Gate Array(FPGA)platform.Experimental results show that the proposed encryption system utilizes 33%of the FPGA,while the maximum clock frequency is 178.28 MHz.
关 键 词:Chaos chaotic systems hidden attractors multi-stability BIFURCATION speech cryptosystem FPGA design
分 类 号:TP391.41[自动化与计算机技术—计算机应用技术]
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