Unified formulation of geometrically nonlinear refined beam theories A Pagani, E Carrera Mechanics of Advanced Materials and Structures 25 (1), 15-31, 2018 | 212 | 2018 |
Large-deflection and post-buckling analyses of laminated composite beams by Carrera Unified Formulation A Pagani, E Carrera Composite Structures 170, 40-52, 2017 | 186 | 2017 |
Recent developments on refined theories for beams with applications E Carrera, A Pagani, M Petrolo, E Zappino Mechanical Engineering Reviews 2 (2), 14-00298-14-00298, 2015 | 139 | 2015 |
Free vibration analysis of civil engineering structures by component-wise models E Carrera, A Pagani Journal of Sound and Vibration 333 (19), 4597-4620, 2014 | 139 | 2014 |
Exact dynamic stiffness elements based on one-dimensional higher-order theories for free vibration analysis of solid and thin-walled structures A Pagani, M Boscolo, JR Banerjee, E Carrera Journal of Sound and Vibration 332 (23), 6104-6127, 2013 | 135 | 2013 |
Geometrically nonlinear refined shell theories by Carrera Unified Formulation B Wu, A Pagani, WQ Chen, E Carrera Mechanics of Advanced Materials and Structures 28 (16), 1721-1741, 2021 | 130 | 2021 |
Analysis of laminated beams via Unified Formulation and Legendre polynomial expansions A Pagani, AG De Miguel, M Petrolo, E Carrera Composite Structures 156, 78-92, 2016 | 121 | 2016 |
Classical, refined, and component-wise analysis of reinforced-shell wing structures E Carrera, A Pagani, M Petrolo AIAA journal 51 (5), 1255-1268, 2013 | 111 | 2013 |
Refined dynamic stiffness elements applied to free vibration analysis of generally laminated composite beams with arbitrary boundary conditions A Pagani, E Carrera, M Boscolo, JR Banerjee Composite Structures 110, 305-316, 2014 | 110 | 2014 |
Hierarchical theories of structures based on Legendre polynomial expansions with finite element applications E Carrera, AG de Miguel, A Pagani International Journal of Mechanical Sciences 120, 286-300, 2017 | 106 | 2017 |
Static and free vibration analysis of laminated beams by refined theory based on Chebyshev polynomials M Filippi, A Pagani, M Petrolo, G Colonna, E Carrera Composite Structures 132, 1248-1259, 2015 | 102 | 2015 |
Shell elements with through-the-thickness variable kinematics for the analysis of laminated composite and sandwich structures E Carrera, A Pagani, S Valvano Composites Part B: Engineering 111, 294-314, 2017 | 97 | 2017 |
Component-wise method applied to vibration of wing structures E Carrera, A Pagani, M Petrolo Journal of Applied Mechanics 80 (4), 041012, 2013 | 95 | 2013 |
Free vibration analysis of variable stiffness composite laminated beams and plates by novel hierarchical differential quadrature finite elements Y Yan, B Liu, Y Xing, E Carrera, A Pagani Composite Structures 274, 114364, 2021 | 77 | 2021 |
Large-deflection and post-buckling analyses of isotropic rectangular plates by Carrera Unified Formulation B Wu, A Pagani, M Filippi, WQ Chen, E Carrera International Journal of Non-Linear Mechanics 116, 18-31, 2019 | 74 | 2019 |
A general multi-scale two-level optimisation strategy for designing composite stiffened panels M Montemurro, A Pagani, GA Fiordilino, J Pailhès, E Carrera Composite Structures 201, 968-979, 2018 | 74 | 2018 |
Popular benchmarks of nonlinear shell analysis solved by 1D and 2D CUF-based finite elements E Carrera, A Pagani, R Augello, B Wu Mechanics of Advanced Materials and Structures 27 (13), 1098-1109, 2020 | 72 | 2020 |
Linearized buckling analysis of isotropic and composite beam-columns by Carrera Unified Formulation and dynamic stiffness method E Carrera, A Pagani, JR Banerjee Mechanics of Advanced Materials and Structures 23 (9), 1092-1103, 2016 | 72 | 2016 |
Use of Lagrange multipliers to combine 1D variable kinematic finite elements E Carrera, A Pagani, M Petrolo Computers & Structures 129, 194-206, 2013 | 69 | 2013 |
Influence of fiber misalignments on buckling performance of variable stiffness composites using layerwise models and random fields A Pagani, AR Sanchez-Majano Mechanics of Advanced Materials and Structures 29 (3), 384-399, 2022 | 66 | 2022 |