张亮

个人信息Personal Information

教授

博士生导师

硕士生导师

教师拼音名称：Zhang Liang

所在单位：航空航天学院

职务：博士生导师

办公地点：重庆大学（A区）航空航天学院

性别：男

联系方式：zhangl@cqu.edu.cn

学位：工学博士学位

在职信息：在职

主要任职：工程力学系支部书记、副系主任

其他任职：南方计算力学联络委员会副主任委员、重庆市力学学会理事、重庆大学工程力学研究所所长

学科：固体力学

同专业博导同专业硕导

论文成果

当前位置：中文主页>>科学研究>>论文成果

10篇代表性论文：

Ge, Y.P., He, Z.G., Li, S.F.,Zhang, L.*, Shi, L.T., 2023. A machine learning-based probabilistic computational framework for uncertainty quantification of actuation of clustered tensegrity structures.ComputationalMechanics. 72(3), 431-450.

Lu, M.K.,Zhang, L.*,Chen, X.J.,Vershinin, A., 2023. A unified variational framework of no-tension and no-compression solids and its application to finite element analysis.InternationalJournal ofSolidsandStructures. 275, 112298.

Zhang, L.*, Lu, M.K., Han, L.L., Cao, J.J., 2021. A model reduction method for nonlinear analysis of materials and structures with tension–compression asymmetric properties.Composite Structures.262, 113613.

Lu, M.K., Zheng, Y.G , Du, J.K.,Zhang, L.*, Zhang, H.W., 2021. An adaptive multiscale finite element method for strain localization analysis with the Cosserat continuum theory.European Journal of Mechanics A-Solids. 92, 104450.

Lu, M.K.,Zhang, L.*, Yan, Z., Wu, J., 2021. Nonlinear analysis of structures made of no-tension/compression materials using an efficient projection-contraction algorithm.Computers & Structures. 224, 106432.

6. Yan, Z.,Zhang, L.*, Jin, W.W., 2020. Improved finite element method for inflated beams with local wrinkles.AIAA Journal. 60(7), 4278-4287.

7. Wu, J.,Zhang, L.*, He, Z.G., Yan, Z., 2020. Comparative analysis of two tensegrity grids considering slack and rupture of cables.AIAA Journal. 58(5), 2321-2329.

8. Lv, J., Zheng, M.H.,Zhang, L.*, Song, C., Zhang, H.W., 2020. Geometrically nonlinear analysis of 3D fluid actuated cellular structures using extended multiscale finite element method.International Journal of Mechanics and Materials in Design. 16(3), 503-517.

9.Zhang, L.*, Dong, K.J., Lu, M.K., Zhang, H.W., 2020. A wrinkling model for pneumatic membranes and the complementarity computational framework.Computational Mechanics. 65(1), 119-134.

10.Zhang, L., Gao, Q., Zhang, H.W.*, 2014. Analysis of 2-D bimodular materials and wrinkled membranes based on the parametric variational principle and co-rotational approach.International Journal for Numerical Methods in Engineering. 98(10), 721-746.