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5] E. Straznicky, C. Poon, Comp. Struc. 41 ( 1998 ) 67 -77. R. H. Starnes Jr,, In structures, structural dynamics, and material conference (1998). P. Kan, Final report DOT/FAA/AR-97/79 (1998). [8] T. H. Marshal, R. Thomson, R. Jones and B. Whittingham,, comp. struct. (2004). [9] A. BIRK, R. GREEN, Nondestructive Testing Handbook, volume 7: Ultrasonic Testing, 2 edition, 1991. [10] Gros XE, Bousigue J, Takahashi K. NDT data fusion at pixel level. NDT & E Int 1999;32(5):283-292. [11] Vary A. Acousto-Ultrasonics, In: Nondestructive testing of fiber reinforced plastics.

Robert, thèse de doctorat, Université de Montpellier, 1994 Key Engineering Materials Vol. 57 Identification of materials properties using displacement field measurement M. Fazzini a, O. Dalverny b and S. fr Key words: Parametric Identification, Inverse Methods, Stereo-correlation, Optical methods, FullField Measurements Abstract. The aim of this work is to identify parameters driving constitutive equations of materials with displacement field measurements carried out by image stereo-correlation during an unidirectional tensile test.

Let Xi and Fi the corresponding measures of X and F during the ith experiment. Let Ti be the duration of this ith test. , s. (4) The application of the least square procedure is straightforward. It corresponds to equation (4) ˙ t and the successively multiplied by the transposed vector Xti , the transposed velocity vector X i 34 Dynamics of the Structures and Non Destructive Testing ¨ t . , s. Let’s define the 12 × 12 symmetric matrix G, the 12 × 4 matrix V and the 12 × 4 matrix U = [M D K]t gathering the 4 × 4 matrices M , D and K:     Ti ¨ Ti ¨ ∫ ∫ s s X Xi i ∑ ∑ [ t ] ¨ X ˙ t Xt dt X  ˙ i X ˙ i  Fti dt.

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