Personal

Male. Born on September 1982 in Jilin Province, China

Education

  2008-2011   School of Mechanical Science and Engineering, Jilin University, Ph.D. of Solid Mechanics.

  2006-2008   School of Mechanical Science and Engineering, Jilin University, M.S. of Engineering Mechanics

  2001-2005   School of Mechanical Science and Engineering, Jilin University, B.S. of Mechanical Engineering and Automation

Working Experience

 2011-Present  Lecturer of Engineering Mechanics, School of Mechanical Science and Engineering, Jilin University, Jilin, China

Research Interests

  Computational Technologies for Material Characterization of FGMs

  Meshless Method for Elastic Fracture Mechanics

  Smoothed Finite Element Method and its Applications

Ø  Extended Finite Element Method for Piezoelectric Materials with Flaw

Ø  Modelling and Analysis of Functionally Graded Piezoelectric Materials

Ø  Liming Zhou, Guangwei Meng, Yao Zhang, Feng Li, Node-Based Smoothed Finite Element Method of Electromechanical Virtual Crack Closure Technique, Journal of Hazhong University of Science and Technology (Natural Science Edition), 2015, Volume 43, Issue 11, Pages: 1–4.

Ø  Liming Zhou, Guangwei Meng, Peng Li, Feng Li, Xiaolin Li, Electromechanical Virtual Crack Closure Technique Based on ABAQUS, Journal of Hunan University (Natural Science), 2015, Volume 42, Issue 10, Pages: 38–42.

Ø  Liming Zhou, Guangwei Meng, Feng Li, Xuedong Guo, Cell-Based Stchastic Smoothed Finite Element Method Based on Orthogonal Expansion Theory of Random Field, Journal of Northeastern University (Natural Science), 2015, Volume 36, Issue 8, Pages: 1164–1169.

Ø  Liming Zhou, Guangwei Meng, Hui Wang, Feng Li, Xuedong Guo, Virtual Crack Closure Technique Based on Smoothed Finite Element Method for Composite Materials with Cracks, Journal of Hunan University (Natural Science), 2014, Volume 41, Issue 8, Pages: 36–40.

Ø  Liming Zhou, Guangwei Meng, Zhenping Zhou, Cell-Based Smoothed Finite Element Method for Laminated Composited Plates with Circular Opening, Journal of Northeastern University (Natural Science), 2013, Volume 34, Issue SUPPL.2, Pages: 90–93+97.

Ø  Liming Zhou, Guangwei Meng, Peng Li, Feng Li, Xiaolin Li, Perturbation Stochastic Cell-Based Smoothed Finite Element Method for Laminated Composited Plates, Chinese Journal of Computational Mechanics, 2014, Volume 31, Issue 4, Pages: 419–424.

Ø  Liming Zhou, Guangwei Meng, Feng Li, Spectral Stochastic Element-free Galerkin Method for Laminated Composited Plates, Chinese Journal of Solid Mechanics, 2014, Volume 35, Issue 1, Pages: 71–76.

Ø  Liming Zhou, Guangwei Meng, Xinhui Liu, Fuzzy Stochastic Element-free Galerkin Method for Planes with cracks, Journal of Hazhong University of Science and Technology (Natural Science Edition), 2012, Volume 40, Issue 1, Pages: 95–99.

Projects

Participation as a principal investigator:

Ø  Project of Basic Research of Jilin (2016-2018): Research on the fracture behavior and analysis methods of the functionally graded piezoelectric materials with cracks under the action of thermal-electric-mechanical coupling

With the development of science and technology, functionally graded piezoelectric materials have been widely used in the high-tech fields due to its unique excellent performance. Under the action of thermal-electric-mechanical coupling, the damage caused by the crack defect is the main failure forms of these materials. Thus, the mechanical properties and numerical analysis method has been a research focus in the interdisciplinary research areas. The project will take functionally graded piezoelectric materials with cracks as the research object, adopt the combined theoretical, numerical and experimental methods to analyze the physical and mechanical mechanism of these materials under the action of thermal-electric-mechanical coupling, and apply the research results in the designs of piezoelectric intelligent drive. In terms of theory, the generalized dislocation theory was used to analyze the anti-plane, plane and axial symmetry crack of the functionally graded piezoelectric materials based on the material gradient distribution form. Numerically, smoothed extended finite element method for the functionally graded piezoelectric materials with cracks was built. In terms of the experiment, the influence of the gradient, environmental and load factors on the materials were considered fully. The methods and results of the project are of great important significance theoretically and practically to the accurate evaluation on performance design development and structure life of the functionally graded piezoelectric material.

Selected publications