长沙理工大学计算机与通信工程学研究生导师基本信息表

1、个人基本信息：

姓名：黄园媛
性别：女


出生年月：1979.9
技术职称：讲师

毕业院校：广东工业大学
学历（学位）：博士

所在学科：
自动化控制与理论
研究方向：
非线性控制系统、混沌同步、保密通信

2、教育背景：

2003
南华大学
学士

2005
湖南师范大学
硕士

2015
广东工业大学
博士

3、目前研究领域：

非线性控制系统、混沌同步、保密通信

4、已完成或已在承担的主要课题：

1. 湖南省教育厅科学研究一般项目，19C0083，复杂动态网络形状同步的机理分析与控制研究，2019.9-2022.9,主持
2. 长沙理工大学青年教师成长计划项目，2019QJCZ013，复杂动态网络形状同步的机理分析与控制研究，2019.9-2022.10 主持

5、已出版的主要著作：



6、已发表的学术论文：

[1]. Huang Y, Huang L, Wang Y, et al. Shape Synchronization in Driver-Response of 4-D Chaotic System and Its Application in Image Encryption[J]. IEEE Access, 2020, 8: 135308-135319.
[2]. YY Huang, YH Wang, Y Zhang. Shape synchronization of drive-response for a class of two-dimensional chaotic systems via continuous controllers.Nonlinear Dynamics.2014.78(4): 2331-2340.(SCI)
[3]. YY Huang,YH Wang,HG Chen,SY Zhang. Shape synchronization control forthree-dimensional chaotic systems .Chaos Solitons& Fractals.2016.87: 136-145. (SCI)
[4]. YY Huang, YH Wang . A new chaotic secure communication scheme based on shape synchronization. Chinese Control & Decision Conference 2014:3497-
3502.ChangSha.2014.5(EI)
[5]. YY Huang,YH Wang .Design of a three dimension chaos shape synchronized system for secure communication.Chinese Control & Decision Conference. 2015 :1001-1006.QingDao.2015.5(EI)
[6]. 黄园媛,王银河. 杜芬方程形状同步控制及其在保密通讯中的应用.长沙理工大学学报(自然科学版).2015.12(3).104-108
[7]. 张丽丽,王银河.黄园媛. Synchronization for non-dissipativelycoupled time-varying complex dynamical networks with delayed coupling nodes. Nonlinear Dynamics.2015.82 : 1581~1593.(SCI)
[8]. 张丽丽,王银河.黄园媛. Delay-dependent synchronization for non- diffusively coupled time-varying complex dynamical networks Applied. Mathematics and Computation. 2015. 209:510~552. (SCI)
[9]. ZL Gao,YH Wang, LL Zhang,YY Huang, WL Wangle.The dynamic behaviors of nodes driving the structural balance for complex dynamical networks via adaptive decentralized control. International Journal of Modern Physics B. 2018. 32(24): **-1 ~**-19. (SCI)
[10]. F Yu; ZN Zhang,L Liu; H Shen,YY Huang, CQ Shi.Secure communication scheme based on a new 5D multistable four-wing memristive hyperchaotic system with disturbance inputs, Complexity, 2020, 2020: **. (SCI二区)
[11]. F Yu; Si Qian; X Chen; Huang Yuanyuan; Liu Li; Shi Changqiong; Cai Shuo; Song Yun; Wang Chunhua; A new 4D Four-Wing Memristive Hyperchaotic System: Dynamical Analysis, Electronic Circuit Design, Shape Synchronization and Secure Communication Application,International Journal of Bifurcation and Chaos, 2020,DOI: 10.1142/S02**412. (SCI二区)
[12]. Yu Fei*; Li Lixiang; He Binyong; Liu Li; Qian Shuai; Huang Yuanyuan; Cai Shuo; Song Yun; Tang Qiang; Wan Qiuzhen; Jin Jie; Design and FPGA implementation of a pseudorandom number generator based on a four-wing memristive hyperchaotic system and Bernoulli map, IEEE Access, 2019, 7(1): 181884-181898. (SCI二区)
[13]. Yu Fei*; Liu Li; He Binyong;Huang Yuanyuan; Shi Changqiong; Cai Shuo; Song Yun; Du Sichun; Wan Qiuzhen; Analysis and FPGA Realization of a Novel 5D Hyperchaotic Four-Wing Memristive System, Active Control Synchronization, and Secure Communication Application, Complexity, 2019, 2019: **. (SCI二区)

7、所获学术荣誉及学术影响：

1.2018年度获长沙理工大学“优秀教师”