Giảng Viên - Bài Báo khoa học ISI/SCOPUS - Năm 2025

  1. Tran, V. T., Nguyen, T. K., & Vo, T. P. (2025). A novel hybrid machine learning and optimization approach for stochastic free vibration analysis of graphene platelets reinforced functionally graded triply periodic minimal surface microplates. Engineering Analysis with Boundary Elements178, 106304.
  2. Nguyen, T. N., Nguyen, T. K., Bui, X. B., & Vo, T. P. (2025). Thermal buckling and vibration analysis of functionally graded thin-walled box beams using a higher-order shear deformation theory. Mechanics Based Design of Structures and Machines, 1-24.
  3. Tran, V. T., Nguyen, T. K., Nguyen, V. H., & Vo, T. P. (2025). Novel Computational Algorithms for Vibration, Buckling, and Transient Analysis of Porous Metal Foam Microplates. Journal of Vibration Engineering & Technologies13(3), 203.
  4. Bui, X. B., Nguyen, T. K., Do, T. T., & Vo, T. P. (2025). Vibration and buckling analysis of porous metal foam thin-walled beams with closed section. Mechanics Based Design of Structures and Machines53(1), 276-300.
  5. Lee, C., Ho, P. L., Natarajan, S., Le, C. V., & Yee, J. J. (2025). Polytree-based adaptive bubble-enriched smoothed polygonal finite element method for dual yield structural design. Engineering with Computers, 1-27.
  6. Ho, P. L., Lee, C., Le, C. V., Tran, D. T., Nguyen, P. H., & Yee, J. J. (2025). Dual Bubble-Enriched SFEM Approaches for Locking-Free Analysis of Structures Under Cyclic Loads. International Journal of Applied Mechanics17(3), 2550002.
  7. Nguyen, B. Q. V., Nguyen, T. H., & Le, V. C. (2025). An advanced machine learning-based mathematical equation for predicting compression index from readily-available soil physical properties. Geomechanics and Geoengineering, 1-17.
  8. Nguyen, P. H., Le, C. V., Ho, P. L., & Yee, J. J. (2025). Shakedown Analysis of Porous Mohr–Coulomb Materials: A Computational Homogenization Approach. International Journal of Geomechanics25(5), 04025057.
  9. Ho, P. L., Lee, C., Le, C. V., & Yee, J. J. (2025). Shakedown analysis of incompressible materials under cyclic loads: A locking-free CS-FEM-Q5 numerical approach. International Journal of Non-Linear Mechanics168, 104932.
  10. Thai, C. H., Hung, P. T., & Phung-Van, P. (2025). Naturally stabilized nodal integration of Chebyshev moving Kriging meshless approach for functionally graded triply periodic minimal surface plates. Engineering Analysis with Boundary Elements179, 106333.
  11. Hung, P. T., Thai, C. H., & Phung-Van, P. (2025). A novel meshfree method for free vibration behavior of the functionally graded carbon nanotube-reinforced composite plates using a new shear deformation theory. Computers & Mathematics with Applications189, 208-224.
  12. Hung, P. T., Thai, C. H., & Phung-Van, P. (2025). A moving Kriging meshfree vibration analysis of functionally graded porous magneto-electro-elastic plates reinforced with graphene platelets. Advances in Engineering Software203, 103885.
  13. Thai, C. H., Hung, P. T., Rabczuk, T., Nguyen-Xuan, H., & Phung-Van, P. (2025). A Chebyshev shear deformation model for laminated composite plates. Composite Structures360, 119045.
  14. Phung-Van, P., Hung, P. T., Tangaramvong, S., Nguyen-Xuan, H., & Thai, C. H. (2025). A novel Chebyshev-based both meshfree method and shear deformation theory for functionally graded triply periodic minimal surface flat plates. Computers & Structures309, 107660.
  15. Nguyen, L. B., Phung-Van, P., & Thai, C. H. (2025). Chebyshev polynomials in moving Kriging meshfree method for laminated composite plates. Finite Elements in Analysis and Design245, 104312.
  16. Nguyen, L. B., Hung, P. T., Nguyen-Xuan, H., Phung-Van, P., & Thai, C. H. (2025, February). A nonlocal meshfree approach for functionally graded triply periodic minimal surface plates at the nanoscale. In Structures (Vol. 72, p. 108212). Elsevier.
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