Identification d'efforts aux limites des poutres et plaques en flexion ...

BIBLIOGRAPHIE
[TA 76]
[TAR 87]
TIKHONOV A. et ARSENINE V. Méthodes de résolution des problèmes mal posés.
Moscou : Mir, 1976, 192 p.
TARANTOLA A. Inverse problem theory : methods for data fitting and model parameter
estimation. Amsterdam : Elsevier, 1987, 613 p.
[TT 03] THITE A.N. et THOMPSON D.J. A systematic evaluation of different methods
to improve inverse force determination. In : Proceeding of Euronoise, Naples, Italia,
2003.
[WG 93]
[ZAB 90]
[ZHA 98]
[ZL 01]
[ZL 02]
[ZL 03]
WARWICK D.C. et GILHEANY J.J. Dynamic force estimation via model decomposition
of operational response measurements in a multi-source environment. In :
Proceeding of IMAC11, Kissimmee, Fl., USA, 1993.
ZHANG Q., ALLEMANG R.J. et BROWN D.L. Modal filter : Concept and application.
In : Proceeding of IMAC 8, Kissimmee, Fl., USA, 1990.
ZHANG G.-X. Détermination des forces appliquées aux structures industrielles pas
des méthodes inverses. Thèse, Universitée Paul Sabatier, Toulouse, 1998, 142 p.
ZHU X.Q. et LAW S.S. Identification of moving load on an orthotropic plate. Journal
of vibration and acoustics, 2001, vol 123, n°1, p 238–244.
ZHU X.Q. et LAW S.S. Practical aspects in moving load identification. Journal of
sound and vibration, 2002, vol 258, p 123–146.
ZHU X.Q. et LAW S.S. Time domain identification of moving loads on bridge deck.
Journal of vibration and acoustics, 2003, vol 125, p 187–198.
[ZMI 96a] ZHANG Y. et MANN III J.A. Examples of using structural intensity and force
distribution to study vibrating plates. Journal of the Acoustical Society of America,
1996, vol 99, n°1, p 354–361.
[ZMI 96b]
ZHANG Y. et MANN III J.A. Measuring the structural intensity and force distribution
in plates. Journal of the Acoustical Society of America, 1996, vol 99, n°1, p
345–353.
178