International journals


  • J.-B. Doc, C. Vergez, S. Missoum, A minimal model of a single-reed instrument producing quasi-periodic sounds, Acta Acustica united with Acustica, 100 (3), 543-554, 2014. doi

  • F. Dubois, Simulation of strong nonlinear waves with vectorial lattice Boltzmann schemes, International Journal of Modern Physics C, 25 (12), 1441014 (9 pages), 2014. doi

  • P. Durand, F. Dubois, O. Maurice, F. Boussandel, A. Reineix, Networks, topology and interaction principle implemented in the Kron's method, Journal of Mathematics and System Science, 4 (6), 444-455, 2014. link

  • Y. Karim, C. Blanzé, Vibration reduction of a structure by design and control of a bolted joint, Computers & Structures, 138, 73-85, 2014. doi

  • W. Larbi, J.-F. Deü, R. Ohayon, R. Sampaio, Coupled FEM/BEM for control of noise radiation and sound transmission using piezoelectric shunt damping, Applied Acoustics, 86, 146-153, 2014. doi

  • W. Larbi, R. Assaf, Finite element model for sound transmission analysis through a double panel inserted in an infinite baffle, International Journal of Mechanics and Energy, 2 (1), 2014.

  • O. Maurice, A. Reineix, P. Durand, F. Dubois, Kron's method and cell complexes for magnetomotive and electromotive forces, IAENG International Journal of Applied Mathematics, 44 (4), 183-191, 2014. link

  • S. Missoum, C. Vergez, J.-B. Doc, Explicit mapping of acoustic regimes for wind instruments, Journal of Sound and Vibration, 333 (20), 5018-5029, 2014. doi

  • M. Monteil, C. Touzé, O. Thomas, S. Benacchio, Nonlinear forced vibrations of thin structures with tuned eigenfrequencies: The cases of 1:2:4 and 1:2:2 internal resonances, Nonlinear Dynamics, 75 (1-2), 175-200, 2014. doi

  • Y. Noumir, F. Dubois, O. Lafitte, Numerical Eulerian method for linearized gas dynamics in the high frequency regime, Numerische Mathematik, 127 (4), 641-683, 2014. doi

  • R. Ohayon, C. Soize, R. Sampaio, Variational-based reduced-order model in dynamic substructuring of coupled structures through a dissipative physical interface: Recent advances, Archives of Computational Methods in Engineering, 21 (3), 321-329, 2014. doi

  • R. Ohayon, C. Soize, Clarification about component mode synthesis methods for substructures with physical flexible interfaces, International Journal of Aeronautical and Space Sciences, 15 (2), 113-122, 2014. doi

  • P. Rouch, C. Blanzé, Vibrational analysis of structures with stochastic interfaces in the medium-frequency range: Experimental validation on a touch screen, Journal of Sound and Vibration, 333 (6), 1612-1628, 2014. doi

  • R. Rumpler, P. Göransson, J.-F. Deü, A finite element approach combining a reduced-order system, Padé approximants, and an adaptive frequency windowing for fast multi-frequency solution of poro-acoustic problems, International Journal for Numerical Methods in Engineering, 97 (10), 759-784, 2014. doi

  • 2013

  • A. Augier, F. Dubois, L. Gouarin, B. Graille, Linear lattice Boltzmann schemes for acoustic: Parameter choices and isotropy properties, Computers & Mathematics with Applications, 65 (6), 845-863, 2013. doi

  • Y. Braïkia, M. Melon, C. Langrenne, É. Bavu, A. Garcia, Evaluation of a separation method for source identification in small spaces, Journal of the Acoustical Society of America, 134 (1), 323-331, 2013. doi

  • J.-B. Doc, S. Félix, B. Lihoreau, Coarse-grid computation of the one-way propagation of coupled modes in a varying cross-section waveguide, Journal of the Acoustical Society of America, 133 (5), 2528-2532, 2013. doi

  • F. Dubois, P. Lallemand, On triangular lattice Boltzmann schemes for scalar problems, Communications in Computational Physics, 13 (3), 649-670, 2013. doi

  • F. Dubois, Stable lattice Boltzmann schemes with a dual entropy approach for monodimensional nonlinear waves, Computers & Mathematics with Applications, 65 (2), 142-159, 2013. doi

  • C. Farhat, E. Kwan-yu Chiu, D. Amsallem, J.-S. Schotté, R. Ohayon, Modeling of fuel sloshing and its physical effects on flutter, AIAA Journal, 51 (9), 2252-2265, 2013. doi

Laboratoire de Mécanique des Structures et des Systèmes Couplés - LMSSC