Serveur d'exploration sur les relations entre la France et l'Australie

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Réponse fréquence And NotEmmanuel Brousse

List of bibliographic references

Number of relevant bibliographic references: 9.
Ident.Authors (with country if any)Title
000A35 Arnaud Vena [France] ; Etienne Perret [France] ; Smail Tedjini [France]Design rules for chipless RFID tags based on multiple scatterers
000C72 András Nemes [Australie] ; JISHENG ZHAO [Australie] ; David Lo Jacono [Australie, France] ; John Sheridan [Australie]The interaction between flow-induced vibration mechanisms of a square cylinder with varying angles of attack
001A89 F. Champagnat [France] ; A. Plyer [France] ; G. Le Besnerais [France] ; B. Leclaire [France] ; S. Davoust [France] ; Y. Le Sant [France]Fast and accurate PIV computation using highly parallel iterative correlation maximization
003985 D. Hanson [Australie] ; R. B. Randall [Australie] ; J. Antoni [France] ; T. P. Waters [Royaume-Uni] ; D. J. Thompson [Royaume-Uni] ; R. A. J. Ford [Australie]Cyclostationarity and the cepstrum for operational modal analysis of MIMO systems-part II Obtaining scaled mode shapes through finite element model updating
003C24 J. S. Leontini [Australie] ; M. C. Thompson [Australie] ; K. Hourigan [Australie]The beginning of branching behaviour of vortex-induced vibration during two-dimensional flow
003D80 Ch. Serviere [France] ; D. T. Pham [France]Permutation correction in the frequency domain in blind separation of speech mixtures
004C16 R. Govardhan [Inde] ; C. H. K. Williamson [États-Unis]Critical mass in vortex-induced vibration of a cylinder
005844 P. Le Gal [France] ; A. Nadim [États-Unis] ; M. Thompson [Australie]Hysteresis in the forced Stuart-Landau equation: Application to vortex shedding from an oscillating cylinder
006126 J. P. Coyette [Belgique] ; C. Lecomte [Belgique] ; J. L. Migeot [Belgique] ; J. Blanche [France] ; M. Rochette [France] ; G. Mirkovic [Australie]Calculation of Vibro-acoustic frequency response functions using a single frequency boundary clement solution and a Pade expansion

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