国家自然科学基金(61201227)

作品数：13被引量：18H指数：2
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相关作者：丁大为韦穗程志友王年方芳更多>>
相关机构：安徽大学安徽中医药大学合肥师范学院合肥学院更多>>
相关期刊：《光子学报》《重庆理工大学学报（自然科学）》《南京大学学报（自然科学版）》《Journal of Beijing Institute of Technology》更多>>
相关主题：FRACTIONAL-ORDERFRACTIONALCHAOTIC_SYSTEMMEMRISTORDELAY更多>>
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Stabilization of Uncertain Fractional Memristor Chaotic Time⁃Delay System Based on Fractional Order Sliding Mode Control被引量：1
《Journal of Harbin Institute of Technology(New Series)》2020年第4期74-83,共10页Dawei Ding Fangfang Liu Nian Wang Dong Liang 
Sponsored by the National Natural Science Foundation of China(Grant No.61201227);the Funding of China Scholarship Council,the Natural Science Foundation of Anhui Province(No.1208085M F93);the 211 Innovation Team of Anhui University(Nos.KJTD007A and KJTD001B).
Based on Lyapunov theorem and sliding mode control scheme,the chaos control of fractional memristor chaotic time⁃delay system was studied.In order to stabilize the system,a fractional sliding mode control method for f...
关键词：fractional order system time⁃delay chaos control uncertainty sliding mode control 
Dynamics Analysis of Fractional Order Memristive Time Delay Chaotic System and Circuit Implementation被引量：1
《Journal of Harbin Institute of Technology(New Series)》2020年第2期65-74,共10页Dawei Ding Hui Liu Yecui Weng Xiaolei Yao Nian Wang 
the National Natural Science Foundation of China(Grant No.61201227).
The integer order memristive time delay chaotic system has attracted much attention and has been well discussed.However,the fractional order system is closer to the real system.In this paper,a nonlinear time delay cha...
关键词：FRACTIONAL order time DELAY coexisting ATTRACTORS coexisting BIFURCATION circuit simulation 
Hidden Attractors in a Delayed Memristive Differential System with Fractional Order and Chaos Synchronization被引量：1
《Journal of Harbin Institute of Technology(New Series)》2020年第1期67-75,共9页Dawei Ding Yecui Weng Nian Wang 
Sponsored by the National Natural Science Foundation of China(Grant No.61201227);the Funding of China Scholarship Council,the Natural Science the Foundation of Anhui Province(Grant No.1208085M F93);the 211 Innovation Team of Anhui University(Grant Nos.KJTD007A and KJTD001B)
As an important research branch,memristor has attracted a range of scholars to study the property of memristive chaotic systems.Additionally,time⁃delayed systems are considered a significant and newly⁃developing field...
关键词：fractional order memristive time⁃delay hidden attractors chaos synchronization 
Modeling and Dynamic Analysis of Fractional-Order Buck Converter in Continuous Conduction Mode被引量：1
《Journal of Harbin Institute of Technology(New Series)》2019年第4期58-68,共11页Dawei Ding Zongzhi Li Nian Wang 
Sponsored by the National Natural Sciences Foundation of China(Grant No.61201227)
According to the fact that the actual inductor and actual capacitor are fractional, the mathematical and state-space averaging models of fractional order Buck converters in continuous conduction mode(CCM) are construc...
关键词：BUCK converter FRACTIONAL order continuous conduction mode(CCM) MODELING dynamic analysis BIFURCATION 
Hybrid Synchronization of Fractional-Order Complex Networks Model via Fractional Order Controller
《Journal of Harbin Institute of Technology(New Series)》2018年第4期89-96,共8页Dawei Ding Nana Kong Nian Wang Dong Liang 
Sponsored by the National Natural Science Foundation of China(Grant No.61201227);the Funding of China Scholarship Council,the Natural Science Foundation of Anhui Province(Grant No.1208085MF93);the 211 Innovation Team of Anhui University(Grant Nos.KJTD007A and KJTD001B)
For the purpose of investigating two complex networks' hybrid synchronization,a controller with fractional-order is provided.Regarding hybrid synchronization which includes the outer synchronization and inner synchron...
关键词：hybrid synchronization complex network fractional-order controller Lyapunov stabilitytheorem LaSalle invariance principle 
Dynamic Analysis of Fractional-Order Memristive Chaotic System
《Journal of Harbin Institute of Technology(New Series)》2018年第2期50-58,共9页Dawei Ding Shujia Li Nian Wang 
Sponsored by the National Natural Science Foundation of China(Grant No.61201227);the Funding of China Scholarship Council,the Natural Science Foundation of Anhui Province(Grant No.1208085M F93);the 211 Innovation Team of Anhui University(Grant Nos.KJTD007A and KJTD001B)
For the purpose of investigating the nonlinear dynamics of the system,a fractional-order Chua's circuit based on the memristor deriving from the integer-order counterparts is provided. Firstly,according to the Lyapuno...
关键词：MEMRISTOR DYNAMICAL BEHAVIOR FRACTIONAL-ORDER STABILITY 
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