张晓鹏

个人信息Personal Information

副教授

博士生导师

硕士生导师

性别:男

毕业院校:大连理工大学

学位:博士

所在单位:工程力学系

学科:工程力学. 计算力学

办公地点:综合实验一号楼506

联系方式:一三九四零八零四一九三

电子邮箱:zhangxiaopeng@dlut.edu.cn

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个人简介Personal Profile

张晓鹏,工程力学系副教授, 博士研究生导师。

先后获得两个工学博士学位(2015中国大连理工大学、2018日本广岛大学)。 国际结构与多学科优化学会会员。2020年度入选大连市科技之星,获2020年度教育部自然科学一等奖

主要从事 考虑力学与多物理场超材料优化设计、考虑动力学性能的宏微观结构优化, 考虑不确定性的结构拓扑优化,减振材料与功能结构优化、智能材料与结构优化设计等方面的研究,共发表国际SCI期刊论文30余篇,出版学术专著《结构动力学拓扑优化理论与方法》一部。 多篇论文发表于本领域重要国际期刊,包括:Comput. Methods Appl. Mech. Engrg.Int. J. Numer. Meth. Eng. Struct Multidiscip OJ Sound Vib J Intel Mat Syst StrSmart Mater Struct等。担任Comput. Methods Appl. Mech. Engrg. Material & DesignSmart Mater Struct 等多个重要国际期刊审稿人。


 

热烈欢迎力学、机械、材料、物理等相关学科感兴趣的同学咨询、加入我们课题组:zhangxiaopeng@dlut.edu.cn


科研奖励与荣誉:

2020  教育部自然科学一等奖(排名第三)

2020 大连市青年科技之星

2019 大连理工大学星海优青

2019 大连理工大学星海骨干考核优秀(全校共六人) 

2019 钱令希力学奖一等青年教师奖

2018 大连理工大学星海骨干

2016年度 辽宁省优秀博士论文(全省20人)



 

工作经历:

2020.1-          大连理工大学 工程力学系 副教授/博导

2015.5-2019.12     大连理工大学 工程力学系 讲师 

2015.5-2019.3     大连理工大学 船舶与海洋工程博士后流动站 博士后

2016.11-2018.11 日本广岛大学 运输与环境系统系 研究员/博士后

 

学习经历:

2009.9-2015.4  大连理工大学 工程力学系 计算力学专业  工学博士  导师:亢战 教授  (被评选为辽宁省优秀博士论文、辽宁省优秀毕业生)

2016.11-2018.09日本广岛大学,运输与环境系统专业,获得工学博士学位 导师:Takezawa教授

2005.9-2009.8  大连理工大学 工程力学系 工程力学专业  工学学士

 




主要科研项目:

1 负责国家自然科学基金青年基金1 (2016-2019);

2 负责中国博士后科学基金特别资助1 (2018-2019);

3 负责中国博士后科学基金面上项目1 (2015-2017)

4 负责上海交通大学机械系统与振动国家重点实验室开放课题1 (2016-2017)

5 负责辽宁省博士启动基金1 (2016-2018)

6 参与国家自然科学基金重点项目2项。

 

近期主要论著:

专著:

《结构动力学拓扑优化理论与方法》,张晓鹏,亢战。大连理工大学出版社, 2020。

论文:

[1] Zhang X, Takezawa A, Kang Z. A phase-field based robust topology optimization method for phononic crystals design considering uncertain diffuse regions. Computational Materials Science 2019;160:159-72.

[2] Zhang X, Takezawa A, Kang Z. Robust topology optimization of vibrating structures considering random diffuse regions via a phase-field method. Computer Methods in Applied Mechanics and Engineering 2019;344:766-97.

[3] Takezawa A, Zhang X, Koizumi Y. Numerical study on the effective stiffness of topology-optimized lattice structures made of orthotropic crystal grains with optimal orientation. Computational Materials Science 2019;159:202-9.

[4] Takezawa A, Zhang X, Kitamura M. Optimization of an additively manufactured functionally graded lattice structure with liquid cooling considering structural performances. International Journal of Heat and Mass Transfer 2019;143:118564.

[5] Takezawa A, Zhang X, Kato M, Kitamura M. Method to optimize an additively-manufactured functionally-graded lattice structure for effective liquid cooling. Additive Manufacturing 2019;28:285-98.

[6] Takezawa A, Yamamoto T, Zhang X, Yamakawa K, Nakano S, Kitamura M. An objective function for the topology optimization of sound-absorbing materials. Journal of Sound and Vibration 2019;443:804-19.

[7] Suo X, Kang Z, Zhang X, Wang Y. Bi-material Topology Optimization Using Analysis Mesh-Independent Point-Wise Density Interpolation. Acta Mechanica Solida Sinica 2019;32:698-712.

[8] Liu Z, Cho S, Takezawa A, Zhang X, Kitamura M. Two-stage layout–size optimization method for prow stiffeners. International Journal of Naval Architecture and Ocean Engineering 2019;11:44-51.

[9] Zhang X, Takezawa A, Kang Z. Topology optimization of piezoelectric smart structures for minimum energy consumption under active control. Structural and Multidisciplinary Optimization 2018;58:185-99.

[10] Zhang X, He J, Takezawa A, Kang Z. Robust topology optimization of phononic crystals with random field uncertainty. International Journal for Numerical Methods in Engineering 2018;115:1154-73.

[11] Takezawa A, Yonekura K, Koizumi Y, Zhang X, Kitamura M. Isotropic Ti–6Al–4V lattice via topology optimization and electron-beam melting. Additive Manufacturing 2018;22:634-42.

[12] Takezawa A, Takenaka K, Zhang X. Inverse analysis of giant macroscopic negative thermal expansion of Ca2RuO4-&ITy&IT ceramics based on elasticity and structural topology optimization. APPLIED PHYSICS EXPRESS 2018;11.

[13] Hu J, Zhang X, Kang Z. Layout design of piezoelectric patches in structural linear quadratic regulator optimal control using topology optimization. Journal of Intelligent Material Systems and Structures 2018;29:2277-94.

[14] Li M, Niu Y, Wu H, Zhang X, Luo Y, Kang Z. Wrinkling and wrinkling-suppression in graphene membranes with frozen zone. Thin Solid Films 2017;638:345-53.

[15] Zhang X, Kang Z, Zhang W. Robust topology optimization for dynamic compliance minimization under uncertain harmonic excitations with inhomogeneous eigenvalue analysis. Structural and Multidisciplinary Optimization 2016;54:1469-84.

[16] Zhang X, Kang Z. Vibration suppression using integrated topology optimization of host structures and damping layers. Journal of Vibration and Control 2016;22:60-76.

[17] 王睿, 张晓鹏, 吴良武, 亢战. 考虑瞬态响应的薄板结构阻尼材料层拓扑优化. 工程力学 2015;32:1-7.

[18] Zhang X, Kang Z. Topology optimization of magnetorheological fluid layers in sandwich plates for semi-active vibration control. Smart Materials and Structures 2015;24:085024.

[19] Zhang X, Kang Z, Li M. Topology optimization of electrode coverage of piezoelectric thin-walled structures with CGVF control for minimizing sound radiation. Structural and Multidisciplinary Optimization 2014;50:799-814.

[20] Zhang X, Kang Z. Dynamic topology optimization of piezoelectric structures with active control for reducing transient response. Computer Methods in Applied Mechanics and Engineering 2014;281:200-19.

[21] Zhang X, Kang Z. Topology optimization of piezoelectric layers in plates with active vibration control. Journal of Intelligent Material Systems and Structures 2014;25:697-712.

[22] Wang Y, Luo Z, Zhang X, Kang Z. Topological design of compliant smart structures with embedded movable actuators. Smart materials and structures 2014;23:045024.

[23] 王睿, 张晓鹏, 亢战. 以动柔度为目标的结构阻尼材料层拓扑优化 2013.

[24] Zhang X, Kang Z. Topology optimization of damping layers for minimizing sound radiation of shell structures. Journal of Sound and Vibration 2013;332:2500-19.

[25] Meng X, Li M, Kang Z, Zhang X, Xiao J. Mechanics of self-folding of single-layer graphene. Journal of Physics D: Applied Physics 2013;46:055308.

[26] Kang Z, Zhang X, Jiang S, Cheng G. On topology optimization of damping layer in shell structures under harmonic excitations. Structural and Multidisciplinary Optimization 2012;46:51-67.

 

 




  • 教育经历Education Background
  • 工作经历Work Experience
  • 研究方向Research Focus
  • 社会兼职Social Affiliations
  • 结构动力学优化方法 不确定优化拓扑优化 压电智能结构设计 材料结构一体化设计