胡衡( 二 ) _生活百科

Comptes Rendus Mecanique 341, 616-624. 9.Giunta, G., Koutsawa, Y., Belouettar, S., Hu, H., 2013. Analysis of nano-plates by atomistic-refined models accounting for surface free energy effect. Acta Mechanica 224, 1-21.10.Giunta, G., Koutsawa, Y., Belouettar, S., Hu, H., 2013. Static, free vibration and stability analysis of three-dimensional nano-beams by atomistic refined models accounting for surface free energy effect. International Journal of Solids and Structures 50, 1460-1472 .11.Yu, K., Hu, H.*, Chen S., Belouettar, S., Potier-Ferry, M., 2013. Multi-scale techniques to analyz instabilities in sandwich structures.Composite Structures 96, 751-762.12.Mikdam, A., Belouettar, R., Fiorelli, D., Hu, H., Makradi, A., 2013. A tool for design of heterogeneous materials with desired physical properties using statistical continuum theory. Materials Science and Engineering: A 564, 493-500.13.Liu, Y., Yu, K., Hu, H.*, Belouettar, S., Potier-Ferry, M., Damil, N., 2012. A new Fourier-related double-scale analysis on instability phenomena of sandwich structures.International Journal of Solids and Structures 49, 3077-3088.14.Mhada, K., Braikat, B., Hu, H.,Damil, N., Potier-Ferry, M., 2012. About macroscopic models of instability pattern formation.International Journal of Solids and Structures 49, 2978-2989.15.Biscani, F., Giunta, G., Belouettar, S., Carrera, E., Hu, H., 2012. Variable kinematic plate elements coupled via Arlequin method.International Journal for Numerical Methods in Engineering 91, 1264-1290. 16.Nasser H., Kiefer-Kamal, E.-H., Hu, H., Belouettar, S., Barkanov, E., 2012. Active vibration damping of composite structures using a nonlinear fuzzy controller, Composite Structures 94, 1385-1390.17.Hu, H.,Damil, N., Potier-Ferry, M., 2011. A bridging technique to analyze the influence of boundary conditions on instability patterns. Journal of Computational Physics 230, 3753-3764, 2011.18.He, Q. Z., Hu, H.*, Belouettar, S., Giunta, G., Yu, K., Liu, Y., Carrera, E., Potier-Ferry, M., 2011. Multi-scale modelling of sandwich structures using hierarchical kinematics. Composite Structures 93, 2375-2383.19.Hu, H., Belouettar, S., Potier-Ferry, M., Makradi, A., Koutsawa, Y., 2011. Assessment of various kinematic models for instability analysis of sandwich beams. Engineering Structures 33, 572-579.20.Biscani, F., Giunta, G., Belouettar, S., Carrera, E., Hu, H., 2011. Variable kinematic beam elements coupled via Arlequin method. Composite Structures 93, 697-708.21.Hu, H., Belouettar, S., Potier-Ferry, M., Daya, E. M., Makradi, A., 2010. Multi-scale nonlinear modelling of sandwich structures using the Arlequin method. Composite Structures 92, 515-522.22.Hu, H., Belouettar, S., Potier-Ferry, M., Daya, E. M., Makradi, A., 2009. A novel finite element for local and global buckling analysis of sandwich structures. Composite Structures 90, 270-278. 23.Hu, H., Belouettar, S., Potier-Ferry, M., Daya, E. M., Makradi, A., 2009. Multi-scale modelling of sandwich structures using the Arlequin method -Part I: linear modelling. Finite Element in Analysis and Design 45, 37-51.24.Hu, H., Belouettar, S., Potier-Ferry, M., Daya, E. M., 2008. Review and assessment of various theories for modeling sandwich structures. Composite Structures 84, 282-292.25.Hu, H., Belouettar, S., Daya, E. M., Potier-Ferry, M., 2006. Evaluation of kinematic formulations for viscoelastically sandwich beam modelling. Journal of Sandwich Structures and Materials 8: 477-495.