梅躍(大連理工大學副教授)

梅躍(大連理工大學副教授)

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梅躍,男,畢業於德州農工大學,博士大連理工大學副教授碩士生導師

基本介紹

  • 中文名:梅躍
  • 畢業院校:德州農工大學
  • 學位/學歷:博士
  • 專業方向:機械工程
  • 任職院校:大連理工大學
人物經歷,教育經歷,工作經歷,研究方向,科研項目,發表論文,

人物經歷

教育經歷

[1] 2013.8-2017.8德州農工大學 | 機械工程 | 博士
[2] 2010.9-2013.7華南理工大學 | 固體力學 | 碩士
[3] 2006.9-2010.7中國石油大學(華東) | 工程力學 | 學士
[4] 2003.9-2006.7南昌三中

工作經歷

[1] 2019.4-至今大連理工大學 | 副教授
[2] 2018.10-2019.4法國聖埃蒂安高等礦業學校 | 博士後
[3] 2017.7-2018.9英國斯旺西大學 | 博士後

研究方向

[1] 採用機器學習重建力學行為研究
[2] 基於醫學影像技術的軟組織力學行為重建
[3] 結構無損檢測方法研究
[4] 細胞力學行為的重建
[5] 非線性有限元算法研究

科研項目

1.Localization in biomechanics and mechanobiology of aneurysms: Towards personalized medicine, European research council consolidator grant, 2015.01-2020.01, 200萬歐元。參與
2.Multiscale Analysis of Residual Stresses with Novel Non-Destructive and Destructive Approaches using Surface Displacement Measurements, 美國國家自然科學基金,2017.05-2020.04,31萬美元。參與
3.Predicting cardiovascular biomechanical stiffening due to the interplay of tissue layers with focus on calcific aortic valve disease, 英國Engineering and Physical Sciences Research Council (EP/P018912/1), 2017.05-2018.10, 10萬英鎊。參與
4.Development of a Novel MRI Compatible Shock Tube and Method for the Study of Blast Induced TBI, 美國國家自然科學基金,2014.09-2017.08, 14萬美元。參與
5.Feasibility to Characterize Heterogeneous Subsurface Material Properties from Surface Deformations, 美國ASME Haythornthwaite Research Initiation Grant,2015.05-2018.04, 2萬美元。參與

發表論文

[1] Y. Mei, S.Avril*. On improving the accuracy of nonhomogeneous shear modulus identification in incompressible elasticity using the virtual fields method. International journal of Solids and Structures , 2019, Accepted.
[2] X.B. Zhao, Y.L. Sun, Y. Mei*. A Size-dependent Cost Function to Solve the Inverse Elasticity Problem . Applied Sciences, 2019, Accepted.
[3] Y. Mei, P. Yu*. Mapping Heterogeneous Elastic Property Distribution of Soft Tissues Using Harmonic Motion Data: A Theoretical Study. Mathematical Problems in Engineering, 2018, 9131340.
[4] P. Luo, Y. Mei*; M. Kotecha, A. Abbasszadehrad, S. Rabke, G. Garner, S. Goenezen. Characterization of the stiffness distribution in two and three dimensions using boundary deformations: a preliminary study. MRS Communications, 2018, 1-10.
[5] Y. Mei, D.E. Hurtado, S. Pant, A. Aggarwal*. On improving the numerical convergence of highly nonlinear elasticity problems. Computer Methods in Applied Mechanics and Engineering, 2018, 337, 110-127.
[6] Y. Mei, B. Stover, N. Kazerooni, A. Srinivasa, M. Hajhashemkhani, M.R. Hematiyan, S. Goenezen*. A comparative study of two constitutive models within an inverse approach to determine the spatial stiffness distribution in soft materials. International Journal of Mechanical Sciences, 2018, 140, 446-454.
[7] Y. Mei, S. Goenezen*. Mapping the viscoelastic behavior of soft solids from time harmonic motion. ASME Journal of Applied Mechanics, 2018, 85(4), 041003.
[8] L. Shankar#, Y. Mei#, S. Goenezen*. Improving the sensitivity to map nonlinear parameters for hyperelastic problems.Computer Methods in Applied Mechanics and Engineering, 2018, 331, 474-491.
[9] Y. Mei, S.C. Wang, X. Shen, S. Rabke, S. Goenezen*. Mechanics based tomography: A preliminary feasibility study, Sensors, 2017, 17(5), 1075.
[10] Y.L. Gong#, Y. Mei#, J.L. Liu*. Capillary adhesion of a circular plate to solid: large deformation and movable boundary condition. International Journal of Mechanical Sciences, 2017, 126, 222-228.
[11] Y. Mei*, M. Tajderi, S. Goenezen. Regularizing Biomechanical Maps for Partially Known Material Properties. International Journal of Applied Mechanics. 2017, 9(2).
[12] Y. Mei, R. Fulmer, V. Raja, S.C. Wang, S. Goenezen*. Estimating the non-homogeneous elastic modulus distribution from surface deformations. International Journal of Solids and Structures, 2016, 83, 73-80.
[13] Y. Mei, S. Kuznetsov, S. Goenezen*. Reduced boundary sensitivity and improved contrast of the regularized inverse problem solution in elasticity. ASME Journal of Applied Mechanics,2015,031001-10.
[14] Y. Mei, J.L. Liu*, R.N. Wu, R. Xia. Capillarity-induced mechanical behaviors of a polymer microtube surrounded by a droplet. AIP Advances, 2014, 4, 127128.
[15] J.L. Liu*, J. Sun, Y. Mei. Biomimetic mechanics behaviors of the strider leg vertically pressing water. Applied Physics Letters, 2014,104, 231607.
[16] J.L. Liu*, J. Sun, Y. Mei. Droplet-induced deformation of a polymer microfiber. Journal of Applied Physics, 2013, 114(4), 044901.
[17] J.L. Liu*, Y. Mei, X.Q. Dong. Post-buckling behavior of a double-hinged rod under self-weight. Acta Mechanica Solida Sinica, 2013, 26(2), 197-204.
[18] J.L. Liu*, R. Xia, Y. Mei. Droplet-induced abnormal bending of micro-beams. Journal of Adhesion Science and Technology, 2013, 27(13), 1418-1431.
[19] J.L. Liu*, Y. Mei, R. Xia, W.L. Zhu. Large displacement of a static bending nanowire with surface effects. Physica E: Low-dimensional Systems and Nanostructures, 2012, 44 (10), 2050–2055.
[20] J.L. Liu*, W.J. Zuo, Y. Mei. Droplet-induced anomalous deformation of a thin micro-plate. Colloids and Surfaces A: Physicochemical and Engineering Aspects, 2012, 412, 197-204.
[21] J.L. Liu*, Y. Mei, R. Xia. A new wetting mechanism based upon triple contact line pinning. Langmuir, 2011, 27 (1), 196–200.

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