Mechanical characterization of hyperelastic materials with fringe projection and optimization techniques

Optics and Lasers in Engineering

Volumn 44, Issue 5, 2006, Pages 423-442

  Genovese, Katia ^a   Lamberti, Luciano ^b   Pappalettere, Carmine ^b,c  

^a UNIVERSITY OF BASILICATA   (Italy)

^b POLITECNICO DI BARI   (Italy)

^c Permanent Committe

Author keywords

Hyperelastic materials; Moir ; Mooney Rivlin constants; Optimization algorithms

Indexed keywords

ALGORITHMS; DEFORMATION; FINITE ELEMENT METHOD; OPTIMIZATION; STRAIN; STRESS ANALYSIS;

HYPERELASTIC MATERIALS; MOIRÉS; MOONEY-RIVLIN CONSTANTS; OPTIMIZATION ALGORITHMS;

ELASTICITY;

EID: 32544448996     PISSN: 01438166     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.optlaseng.2005.06.003     Document Type: Article

References (20)

1. H. Sol, H. Hua, J. De Visscher, J. Vantomme, and W.P. De Wilde A mixed numerical/experimental technique for the nondestructive identification of the stiffness properties of fibre reinforced composite materials NDT-E Int 30 1997 85 91
2. S. Hwang, and C. Chang Determination of elastic constants of materials by vibration testing Compos Struct 49 2000 183 190
3. R. Rikards, A. Chate, and G. Gailis Identification of elastic properties of laminates based on experiment design Int J Solids Struct 38 2001 5097 5115
4. M.S. Sacks Biaxial mechanical evaluation of planar biological materials J Elasticity 61 2000 199 246
5. A. Wineman, D. Wilson, and J.W. Melvin Material identification of soft tissue using membrane inflation J Biomech 12 1979 841 850
6. A. Makino, W.R. Hamburgen, and J.S. Fitch Fluoroelastomer pressure pad design for microelectronic applications Digital Western Research Laboratory, Report 93/7, 1993
7. G.L. Cloud Optical methods of engineering analysis 1998 Cambridge University Press New York
8. Optical Engineering, ISSN 0091-3286, SPIE, 39 (1), Special Issue on "Optical Methods for Shape Measurement", 2000.
9. R.W. Ogden Non-linear elastic deformations 1997 Dover Pubblications Inc. Mineola, NY
10. S.S. Rao Engineering optimization 1997 Wiley Interscience New York
11. K. Genovese, L. Lamberti, and C. Pappalettere Improved global-local simulated annealing formulation for solving non-smooth engineering optimization problems Int J Solids Struct 42 2005 203 237
12. General Stress Optics Inc. Holo-Moiré Strain Analyzer software. HoloStrain™ Version 2.0, 2004, http://www.stressoptics.com
13. Sciammarella CA, Lamberti L, Sciammarella FM, High accuracy contouring using projection moiré. Opt Eng 2005; 44(9).
14. Y. Li, J.A. Nemes, and A. Derdouri Optical 3-D dynamic measurement system an its application to polymer membrane inflation test Opt Lasers Eng 33 2000 261 276
15. ® 6.0 Theory and user's manual 2003 Swanson Analysis System Inc.
16. Y.C. Fung Biomechanics. Mechanical properties of living tissues 2nd ed 1993 Springer New York
17. M. Itskov, and N. Aksel A class of orthotropic and transversely isotropic hyperelastic constitutive models based on a poly-convex strain energy function Int J Solids Struct 41 2004 3833 3848
18. G. Limbert, and J. Middleton A transversely isotropic viscohyperelastic material Application to the modeling of biological soft connective tissues Int J Solids Struct 41 2004 4237 4260
19. M.M. Attard, and G.W. Hunt Hyperelastic constitutive modeling under finite strain Int J Solids Struct 41 2004 5327 5350
20. Sciammarella CA, Lamberti L. The interaction of experimental and numerical methods to optimize solid mechanics models. XII SEM conference on experimental mechanics, Costa Mesa, USA, June 2004.