学校主页

王进斌

作者: 时间:2021-01-10 点击数:

姓名

王进斌

性别

出生年月

1989.3

政治面貌

中共党员

民族

汉族

籍贯

甘肃平凉市

学历/学位

研究生/博士

职称

副教授

是否硕导/博导

硕导

个人邮箱

wangjinbin@tyust.edu.cn

研究方向

微分方程分支理论

主讲课程

高等数学、微积分、泛函分析(博士研究生、硕士研究生)

学术兼职

Nonlinear dynamics,Neural Processing Letters等杂志审稿人

 

★学习及工作经历

2008.09—2012.07东北林业大学理开元(中国)数学与应用数学专业学习,获理学学士学位;

2012.09—2014.07哈尔滨工业大学数学开元(中国)应用数学专业学习,获理学硕士学位;

2018.09—2021.12太原科技大学机械工程专业学习,获工学博士学位;

2014.09—至今 开元数学系教师。

★获奖及成果

●获奖情况:

1.2015获太原科技大学2015年度工会积极分子;

2.2017年11月获应用科学开元(中国)优秀教案(讲义)评选活动优秀奖;

3.2019年获太原科技大学“优秀共产党员”;

4.2020年9月指导学生获全国大学生数学建模竞赛国家一等奖一项;

5.2015年6月-至今指导学生获山西省大学生数学建模竞赛一二三等奖多次。

●课题与项目:

1.山西省基础研究青年基金,5万,在研,主持;

2.山西省高等学校科技创新项目,2万,在研,主持;

3.企业横向项目,30万,在研,主持;

4.校博士启动金,10万,在研,主持;

5.校青年科技基金,1万,结题,主持;

6.山西省基础研究青年基金,4万,在研,第一参与人;

7.国家自然科学基金面上项目,56万,结题,参与。

●专利:

[1]张瑞,王进斌,袁耀欣,张建峰.一种基于离子束辐照提高钙钛矿量子点稳定性的方法[P].山西省:CN110684528A,2020-01-14.

●发表论文:

(1)Jinbin Wang*, Rui Zhang, Jiankang Liu, LiControl of Hopf bifurcation for a four-dimensional fractionalorder hyperchaotic system with coexisting attractors,Nonlinear Dyn. 2024,https://doi.org/10.1007/s11071-024-10105-zSCI中科院二区top

(2)jinbin Wang, jiankang Liu, rui Zhang, Stability and bifurcation analysis for a fractional-order cancer model with two delays,Chaos Solitons &Fractals, 2023, 113732.(SCI中科院一区top

(3)JinbinWang, RuiZhang*, Jiankang Liu*. Vibrational resonance analysis in a fractional order Toda oscillator model with asymmetric potential.International Journal of Non-Linear Mechanics, 2023, 148: 104258.(SCI中科院三区

(4)Jinbin Wang, Lifeng Ma*, Jiankang Liu, Dynamics of a strange novel chaotic fractional-order delay system with fully golden proportion equilibria,Indian Journal of Physics,2021, https://doi.org/10.1007/s12648-021-02214-x(SCI)

(5)Jinbin Wang, Lifeng Ma*, Yong Wang, Hopf bifurcation control for the main drive delay system of rolling mill [J], Advances in Difference Equations, 2020, 211:1-10.(SCI)

(6)Jinbin Wang*, Lifeng Ma, Bogdanov-Takens Bifurcation in a Shape Memory Alloy Oscillator with Delayed Feedback [J], Complexity, 2020, 9132501, 2020.(SCI)

(7)Jinbin Wang*, Rui Zhang, Lifeng Ma*, Double Hopf Bifurcation in Microbubble Oscillators with Delay Coupling [J], Advances in Mathematical Physics, 2020, 8059037.(SCI)

(8) Zhang Rui,Jinbin Wang*, Lifeng Ma*, Bifurcation Analysis of a Fractional-Order Delayed Rolling Mill’s Main Drive Electromechanical Coupling System [J], Advances in Mathematical Physics, 2021. 6358530.(SCI)

(9) Jiankang Liu, Wei Xu*, Qin Guo,Jinbin Wang, Periodic averaging theorems for neutral stochastic functional differential equations involving delayed impulses [J], Stochastics, 2020, DOI: 10.1080/17442508.2020.1817023,(SCI)

(10) Jiankang Liu*, Wei Wei,Jinbin Wang, Wei Xu, Limit behavior of the solution of Caputo-Hadamard fractional stochastic differential equations[J],Applied Mathematics Letters, 2023, 140, 108586.(SCI:2023年高被引论文

(11) Rui Zhang, Fenghua Chen,Jinbin Wang, Dejun Fu,Transfer-free synthesis of graphene-like atomically thin carbon films on SiC by ion beam mixing technique[J].Nuclear Inst, and Methods in Physics Research B 418. (2018) 27–33.(SCI)

(12)Si Jialin, Xie Jiaquan, Zhao Peng, Wang Haijun,Wang Jinbin, Hao Yan, Ren Jiani, Shi Wei,

Dynamic analysis of a class of fractional-order dry friction oscillators, MathematicalMethods in the Applied Sciences, 2024, 1–19.(SCI)

(13)Kai Fan, Jiankang Liu, Bao Sun,Jinbin Wang, Zhanlong Li. Some basic theorems and formulas for building fractal nonlinear wave models. Alexandria Engineering Journal 2023,81,193-199.SCI2区top

(14).Kai Fan, Jiankang Liu,Jinbin Wang, Chen Jin. Evolution Analysis of Strain Waves for the Fractal Nonlinear Propagation Equation of Longitudinal Waves in a Rod. Fractal Fract. 2023,7,586.SCI2区

(15)王进斌,马立峰,解加全,郭蓉. Block Pulse算子矩阵法求解变系数时间分数阶对流扩散方程(英文)[J].高等学校计算数学学报, 2019, 41(04): 346-357.(北大核心,CSCD)

(16)王进斌,马立峰.具有分数阶形状记忆合金系统的时滞反馈控制与稳定性分析,工程数学学报. (2022)(北大核心,CSCD)

(17)王进斌,张瑞.一类具有混沌同步的Lorenz时滞系统的稳定性分析[J].数学的实践与认识,2018,48(12):254-258.(北大核心)

(18)王进斌,张瑞.一类受外部和内部激励下复合压电板系统的稳定性分析及Hopf分支[J].黑龙江大学自然科学学报,2019,36(04):426-430.

(19)刘健康,王进斌,徐伟.Caputo分数阶中立型微分方程的随机平均原理[J/OL].山西大学学报(自然科学版):1-5(2022)DOI:10.13451/j.sxu.ns.2021174.(北大核心)

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