A WFE and hybrid FE/WFE technique for the forced response of stiffened cylinders |
Errico, Fabrizio
(LTDS, Laboratoire de Tribologie et Dynamique des Systems, Ecole Centrale de Lyon)
Ichchou, M. (LTDS, Laboratoire de Tribologie et Dynamique des Systems, Ecole Centrale de Lyon) De Rosa, S. (Pasta-Lab, Laboratory for promoting experiences in aeronautical structures and acoustics, Dipartimento di Ingegneria Industriale Sezione Aerospaziale, Universita' degli Studi di Napoli "Federico II") Bareille, O. (LTDS, Laboratoire de Tribologie et Dynamique des Systems, Ecole Centrale de Lyon) Franco, F. (Pasta-Lab, Laboratory for promoting experiences in aeronautical structures and acoustics, Dipartimento di Ingegneria Industriale Sezione Aerospaziale, Universita' degli Studi di Napoli "Federico II") |
1 | Barbieri, E., De Rosa, S., Cammarano, A. and Franco, F. (2009), "Waveguides of a composite plate by using the spectral finite element approach", J. Vibr. Contr., 15(3), 347-367. DOI |
2 | Brillouin, L. (1953), Wave Propagation in Periodic Structures: Electric Filters and Crystal Lattices, 2nd Edition, Dover Publications, INC., Mineola, New York, U.S.A. |
3 | Chronopoulos, D., Troclet, B., Bareille, O. and Ichchou, M. (2013), "Modeling the response of composite panels by a dynamic stiffness approach", Compos. Struct., 96, 111-120. DOI |
4 | Chronopoulos, D., Troclet, B., Bareille, O. and Ichchou, M. (2014), "Computing the broadband vibroacoustic response of arbitrarily thick layered panels by a wave finite element approach", Appl. Acoust., 77, 89-98. DOI |
5 | Cotoni, V., Langley, R.S. and Shorter, P.J. (2008), "A statistical energy analysis subsystem formulation using finite element and periodic structure theory", J. Sound Vibr., 318, 1077-1108. DOI |
6 | D'Alessandro, V. (2014), "Investigation and assessment of the wave and finite element method for structural waveguides", Ph.D. Dissertation, University of Naples Federico II, Italy. |
7 | Manconi, E. and Mace, B.R. (2008), "Modelling wave propagation in two dimensional structures using finite element analysis", J. Sound Vibr., 318(4-5), 884-902. DOI |
8 | Mencik, J.M. (2010), "On the low- and mid-frequency forced response of elastic structures using wave finite elements with one-dimensional propagation", Comput. Struct., 88 674-689. DOI |
9 | Mead, D.J. (1996), "Wave propagation in continuous periodic structures: Research contributions from Southampton", J. Sound Vibr., 190(3), 495-524. DOI |
10 | Mencik, J.M. and Ichchou, M.N. (2007), "Wave finite elements in guided elastodynamics with internal fluid", J. Sol. Struct., 44(7-8), 2148-2167. DOI |
11 | Mitrou, G., Ferguson, N. and Renno, J. (2017), "Wave transmission through two-dimensional structures by the hybrid FE/WFE approach", J. Sound Vibr., 389, 484-501. DOI |
12 | Renno, J.M. and Mace, B.R. (2014), "Calculating the forced response of cylinders using the wave and finite element method", J. Sound Vibr., 333, 5340-5355. DOI |
13 | Waki, Y., Mace, B.R. and Brennan, M.J. (2009), "Numerical issues concerning the wave and finite element method for free and forced vibrations of waveguides", J. Sound Vibr., 327, 92-108. DOI |
14 | Renno, J. and Mace, B. (2013), "Calculation of the reflection and transmission coefficients of joints using a hybrid finite element/wave finite element approach", J. Sound Vibr., 332, 2149-2164. DOI |
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