张景辉
  • 硕士生导师
  • 职 称 : 讲师(高校)
  • 单 位 : 建筑工程与力学学院
学位 : 博士学位
学历 : 博士研究生毕业
出生年月 : 1984-01
入职时间 : 2020-06-22
毕业院校 : 大连理工大学

电子信箱 :
研究领域

科研项目

暂无

期刊论文

[1] Zhang Jinghui, Zhou Chao, Ullah Salamat, Zhong Yong, Li Rui. Two-dimensional generalized finite integral transform method for new analytic bending solutions of orthotropic rectangular thin foundation plates. Applied Mathematics Letters 2019; 92:8–14. (SCI, Q1)

[2] Zhang Jinghui, Zhao Qingxin, Ullah Salamat, Geng Litao, Civalek Ö. A new analytical solution of vibration response of orthotropic composite plates with two adjacent edges rotationally-restrained and the others free. Composite Structures 2021:113882. (SCI, Q1)

[3] Zhang Jinghui, Zhou C, Ullah Salamat, Zhong Yong, Li Rui. Accurate bending analysis of rectangular thin plates with corner supports by a unified finite integral transform method. Acta Mechanica 2019;230:3807–21. (SCI, Q1)

[4] Zhang Jinghui, Ullah Salamat, Zhong Yong. New analytical free vibration solutions of orthotropic rectangular thin plates using generalized integral transformation. Journal of Computational and Applied Mathematics 2020;367:112439. (SCI, Q1)

[5] Zhang Jinghui, Ullah Salamat, Gao Yuanyuan, Avcar M, Civalek O. Analysis of orthotropic plates by the two-dimensional generalized FIT method. Computers and Concrete 2020;26:421–7. (SCI, Q2)

[6] Zhang Jinghui, Liu Shaohua, Ullah Salamat, Gao Yuanyuan. Analytical bending solutions of thin plates with two adjacent edges free and the others clamped or simply supported using finite integral transform method. Computational & Applied Mathematics 2020;39:266. (SCI, Q2)

[7] Zhang Jinghui, Lu Jiale, Ullah Salamat, Gao Yuanyuan, Zhao Dahai. Buckling analysis of rectangular thin plates with two opposite edges free and others rotationally restrained by finite Fourier integral transform method. ZAMM-Zeitschrift fur Angewandte Mathematik und Mechanik 2020. (SCI, Q2)

[8] Zhang Jinghui, Ullah Salamat, Zhong Yong. Accurate free vibration solutions of orthotropic rectangular thin plates by straightforward finite integral transform method. Archive of Applied Mechanics 2020;90:353–68. (SCI, Q2)

[9] Ullah Salamat, Zhong Yong, Zhang Jinghui*. Analytical buckling solutions of rectangular thin plates by straightforward generalized integral transform method. International Journal of Mechanical Sciences 2019;152:535–44. (SCI, Q1)

[10] Ullah Salamat, Zhang Jinghui*, Zhong Yong. Accurate buckling analysis of rectangular thin plates by double finite sine integral transform method. Structural Engineering & Mechanics, 2019, 72(4):491-502. (SCI, Q1)

[11] Ullah Salamat, Zhang Jinghui*, Zhong Yong. New Analytical Solutions of Buckling Problem of Rotationally-Restrained Rectangular Thin Plates. International Journal of Applied Mechanics 2019;11:1950101. (SCI, Q2)  

[12] Xu Qian, Yang Zhong, Ullah Salamat, Zhang Jinghui*, Gao Yuanyuan. Analytical Bending Solutions of Orthotropic Rectangular Thin Plates with Two Adjacent Edges Free and the Others Clamped or Simply Supported Using Finite Integral Transform Method. Advances in Civil Engineering 2020;2020:1–11. (SCI, Q3)

[13] Qian Xu, Zhang Jinghui, Ullah Salamat, Yang Zhong, Litao Geng. Analytical bending solutions of thin plates by two‐dimensional generalized integral transform method. ZAMM-Zeitschrift fur Angewandte Mathematik und Mechanik 2020. (SCI, Q2)

[14] Wang Xiaoying, Zhang Jinghui, Li Kai, Ding Y, Geng Litao. Cracking Analysis of Asphalt Mixture Using Semi-circle Bending Method. Iranian Journal of Science and Technology-Transactions of Civil Engineering 2021;45:269–79. (SCI, Q3)

[15] Ullah Salamat, Zhou Jianyu, Zhang Jinghui, Zhou Chao, Wang Haiyang, Zhong Yong, Li Rui. New Analytic Shear Buckling Solution of Clamped Rectangular Plates by a Two-Dimensional Generalized Finite Integral Transform Method. International Journal of Structural Stability and Dynamics 2019. (SCI, Q1)

[16] Ullah Salamat, Wang Haiyang, Zheng Xinran, Zhang Jinghui, Zhong Yong, Li Rui. New analytic buckling solutions of moderately thick clamped rectangular plates by a straightforward finite integral transform method. Archive of Applied Mechanics 2019;89:1885–97. (SCI, Q2)

[17]徐茜贾鸿铭钟阳张景辉*矩形薄板弯曲问题的二维广义有限积分变换法力学季刊 2020;v.41:65–75.(中文核心)

会议论文

暂无

发明专利

暂无

荣誉奖项

暂无


个人简介

张景辉,男,河北迁安人,2020年6月毕业于大连理工大学市政工程专业,主要从事高阶偏微分方程(组)的求解理论的研究,近年来以第一作者或通讯作者在Applied Mathematics Letters、Composite Structure、Journal of Computational and Applied MathematicsInternational Journal of Mechanical Sciences 、Structural Engineering and Mechanics等权威期刊上发表各类学术论文近20篇,其中,SCI、ESCI期刊论文12篇。

欢迎有一定英文、数学和计算机编程基础,对偏微分方程求解理论研究感兴趣的学生报考。


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