秦斌

副教授 硕士生导师

入职时间:2019-02-22

所在单位:交通运输工程学院

学历:博士研究生毕业

办公地点:中南大学铁道学院高速列车研究中心专项楼1楼

性别:男

学位:博士学位

在职信息:在职

毕业院校:哈尔滨工业大学

   

个人简介

秦斌,1990年生,男,博士,副教授,硕士生导师,哈尔滨工业大学博士。

目前主要研究兴趣:结构振动和噪声、流动与结构换热、测量与控制等。

主持和参与课题多项,其中主持国家级课题一项(26w),企业横向一项(100w),并作为核心成员执行一项重大工程项目(10000w+);以第一作者或通讯作者发表论文20余篇,其中2篇发表于流体力学领域TOP1期刊Journal of Fluid Mechanics,ESI高被引论文2篇。

本人所在课题组隶属于中南大学交通运输工程学院高速列车研究中心,经费十分充足,课题组现有机械设计、测量控制、理论和仿真计算等多学科人员,按照基础研究、应用基础研究和技术创新全链条开展理论和应用研究以及产品研制和生产工作,氛围活跃,欢迎交通、热动、机械、力学、控制等专业联系报考。(联系方式:qinbin@csu.edu.cn;18711195599)


Selected publicationsFirst or corresponding author#

[1] Qin, B., Chang, J.#, Jiao, X., Bao, W., and Yu, D. (2014). Numerical investigation of the impact of asymmetric fuel injection on shock train characteristics. Acta Astronautica, 105(1), 66-74.JCR Q1

[2] Qin, B., Chang, J.#, Jiao, X., and Bao, W. (2015). Unstart Margin Characterization Method of Scramjet Considering Isolator–Combustor Interactions. AIAA Journal, 53(2), 493-500.JCR Q1

[3] Qin, B., Alam, M.M.#, and Zhou, Y., (2017). Two tandem cylinders of different diameters in crossflow: flow-induced vibration. Journal of Fluid Mechanics. 829, 621-658.JCR Q1,流体力学领域TOP1

[4] Qin, B., Alam, M.M.#, Ji, C.N., Liu, Y., and Xu, S.J, (2018). Flow induced vibration of two tandem cylinders of different natural frequencies. Ocean Engineering. 155, 189-200.JCR Q1

[5] Qin, B., Alam, M. M.#, & Zhou, Y. (2019). Free vibrations of two tandem elastically mounted cylinders in crossflow. Journal of Fluid Mechanics, 861, 349-381.JCR Q1,流体力学领域TOP1

[6] Qin, B., Choe, K., Wu, Q., Wang, T., & Wang, Q.#(2019). A unified modeling method for free vibration of open and closed functionally graded cylindrical shell and solid structures. Composite Structures, 223, 110941.JCR Q1

[7] Qin, B., Choe, K., Wang, T., & Wang, Q.#(2019). A unified Jacobi-Ritz formulation for vibration analysis of the stepped coupled structures of doubly-curved shell. Composite Structures, 220, 717-735.JCR Q1

[8] Qin, B., Zhong, R., Wu, Q., Wang, T., & Wang, Q.#(2019). A unified formulation for free vibration of laminated plate through Jacobi-Ritz method. Thin-Walled Structures, 144, 106354.JCR Q1

[9] Qin, B., Zhong, R., Wang, T., Wang, Q., Xu Y. & Hu, Z.#(2020) A unified Fourier series solution for vibration analysis of FG-CNTRC cylindrical, conical shells and annular plates with arbitrary boundary conditions. Composite Structures, 111549. (JCR Q1, ESI 高被引论文)

[10] Liu, T., Wang, A., Wang, Q., & Qin, B.#(2020). Wave based method for free vibration characteristics of functionally graded cylindrical shells with arbitrary boundary conditions. Thin-Walled Structures, 148, 106580. (JCR Q1ESI高被引论文)

[11] Wang, Q., Zhong, R., Qin, B.#, & Yu, H.#(2020). Dynamic analysis of stepped functionally graded piezoelectric plate with general boundary conditions. Smart Materials and Structures. 29(3) (JCR Q1)

[12] Qin, B., Zhao X.#, Liu, H.H., Yu Y.G. & Wang Q.S. (2020) Free vibration analysis of curved laminated composite beams with different shapes, lamination schemes and boundary conditions. Materials, 13(4), 1010. (JCR Q2)

[13] Qin, B., Zhong, R., Wang, Q.#, & Zhao, X. (2020). A Jacobi-Ritz approach for FGP beams with arbitrary boundary conditions based on a higher-order shear deformation theory. Composite Structures, 112435. (JCR Q1)

[14] Wang, Q., Zhong, R., Qin, B.#, & Yu, H.# (2020). Dynamic analysis of stepped functionally graded piezoelectric plate with general boundary conditions. Smart Materials and Structures, 29(3), 035022. (JCR Q1)

[15] Wang, Q., Xie, F., Liu, T., Qin, B.#, & Yu, H.# (2020). Free vibration analysis of moderately thick composite materials arbitrary triangular plates under multi-points support boundary conditions. International Journal of Mechanical Sciences, 105789. (JCR Q1)

[16] Wang, Q., Xie, F., Qin, B. #, Zhong, R., & Yu, H. (2020). Dynamics and power flow control of irregular elastic coupled plate systems: precise modeling and experimental validation. International Journal of Mechanical Sciences, 105760. (JCR Q1)

[17] Qin, B., Wang, Q.#, Zhong, R., Zhao, X., Shuai, C. (2020). A three-dimensional solution for free vibration of FGP-GPLRC cylindrical shells resting on elastic foundations: a comparative and parametric study. International Journal of Mechanical Sciences, 105896 (JCR Q1)

[18] Guan, X. L., Zhong, R., Qin, B.#, Wang, Q. S., & Shuai, C. J. (2021). A unified prediction solution for vibro-acoustic analysis of composite laminated elliptical shells immersed in air. Journal of Central South University, 28(2), 429-444. (JCRQ3)

[19] Liu T., Wang A. L., Wang Q. S.# & Qin B.#, & Xie F., (2021) A Chebyshev formulation for in-plane vibration analysis of arbitrary laminated polygonal plates. AIAA Journal

[20]Guan, X., Qin, B.#, Zhong, R., & Wang, Q. (2021). A unified solution for in-plane vibration analysis of composite laminated sector and annular plate with elastic constraints. Journal of Low Frequency Noise, Vibration and Active Control, 1461348421994419.

[21] Chen, Z., Wang, A., Qin, B.#, Wang, Q., & Zhong, R. (2021). Investigation on vibration of the functionally graded material–stepped cylindrical shell coupled with annular plate in thermal environment. Journal of Low Frequency Noise, Vibration and Active Control, 14613484211039318.

[22] Guan, X. L., Zhong, R., Qin, B.#, Wang, Q. S., & Shuai, C. J. (2021). A unified prediction solution for vibro-acoustic analysis of composite laminated elliptical shells immersed in air. Journal of Central South University, 28(2), 429-444.

[23] He, D., Liu, T., Qin, B.#, Wang, Q.#, Zhai, Z., & Shi, D. (2021). In-plane modal studies of arbitrary laminated triangular plates with elastic boundary constraints by the Chebyshev-Ritz approach. Composite Structures, 271, 114138.

[24] Guo, C., Liu, T., Bin, Q.#, Wang, Q., & Wang, A. (2022). Free vibration analysis of coupled structures of laminated composite conical, cylindrical and spherical shells based on the spectral-Tchebychev technique. Composite Structures, 281, 114965.

[25] Chen, Z., Qin, B.#, Zhong, R., & Wang, Q. (2022). Free in-plane vibration analysis of elastically restrained functionally graded porous plates with porosity distributions in the thickness and in-plane directions. The European Physical Journal Plus, 137(1), 1-21.



教育经历

[1]   2014.9-2018.9

哈尔滨工业大学深圳研究生院 工学博士学位  |  博士研究生毕业

[2]   2012.9-2014.7

哈尔滨工业大学 工程硕士专业学位  |  硕士研究生毕业

[3]   2008.8-2012.7

哈尔滨工业大学 工学学士学位  |  大学本科毕业

工作经历

[1]   2021.9-2022.2

中南大学  |  交通运输工程学院  |  副教授

[2]   2019.2-2021.9

中南大学  |  交通运输工程学院  |  讲师

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