Inverse analysis and robustness evaluation for biological structure behaviour in FE simulation: Application to the liver

Computer Methods in Biomechanics and Biomedical Engineering

Volumn 15, Issue 9, 2012, Pages 993-999

  Conte, Cécile ^a   Masson, Catherine ^a   Arnoux, Pierre Jean ^a  

^a UMRT24 INRETS University of Mediterranée   (France)

Author keywords

FE simulation; inverse analysis; liver compression; robustness analysis

Indexed keywords

ABDOMINAL ORGANS; BIOLOGICAL STRUCTURES; COMPLEX STRUCTURE; EXPERIMENTAL DATA; EXPLORATION PROCESS; FE-SIMULATION; FINITE ELEMENT SIMULATIONS; GLOBAL METHODS; HYPER ELASTIC; INJURY MECHANISMS; INTERNAL ORGANS; INVERSE ANALYSIS; MECHANICAL BEHAVIOUR; MODEL FIT; QUASI-STATIC COMPRESSION; RELATED INJURIES; ROBUSTNESS ANALYSIS; ROBUSTNESS EVALUATION;

FINITE ELEMENT METHOD;

LIVER;

AGED; ARTICLE; BIOLOGICAL MODEL; BIOMECHANICS; COMPUTER SIMULATION; ELASTICITY; EVALUATION; FEMALE; FINITE ELEMENT ANALYSIS; HISTOLOGY; HUMAN; IN VITRO STUDY; INJURY; LIVER; MECHANICAL STRESS; PHYSIOLOGY;

AGED; AGED, 80 AND OVER; BIOMECHANICS; COMPUTER SIMULATION; ELASTICITY; FEMALE; FINITE ELEMENT ANALYSIS; HUMANS; LIVER; MODELS, BIOLOGICAL; STRESS, MECHANICAL;

EID: 84864681577     PISSN: 10255842     EISSN: 14768259     Source Type: Journal    
DOI: 10.1080/10255842.2011.569884     Document Type: Article

References (26)

1. Brunon, A, Bruyère-Garnier, K and Coret, M. 2010. Mechanical characterisation of liver capsule through uniaxial quasi-static tensile tests until failure. J Biomech., 43(11): 2221-2227.
2. Carter, FJ, Frank, TG, Davies, PJ, McLean, D and Cuschieri, A. 2001. Measurements and modelling of the compliance of human and porcine organs. Med Image Anal., 5(4): 231-236.
3. Chui, C, Kobayashi, E, Chen, X, Hisada, T and Sakuma, I. 2007. Transversely isotropic properties of porcine liver tissue: experiments and constitutive modelling. Med Biol Eng Comput., 45: 99-106.
4. Durand-Reville, M, Tillier, Y, Paccini, A, Lefloch, A, Delotte, J, Bongain, A and Chenot, JL. 2004. Immediate post-operative procedure for identification of the rheological parameters of biological soft tissue. Int Congr Ser., 1268: 407-412.
5. Egorov, V, Tsyuryupa, S, Kanilo, S, Kogit, M and Sarvazyan, A. 2008. Soft tissue elastometer. Med Eng Phys., 30(2): 206-212.
6. Farshad, M, Barbezat, M, Flüeler, P, Schmidlin, F, Graber, P and Niederer, P. 1999. Material characterization of the pig kidney in relation with the biomechanical analysis of renal trauma. J Biomech., 32(4): 417-425.
7. Harrison, SM, Bush, MB and Petros, PE. 2007. A pinch elastometer for soft tissue. Med Eng Phys., 29(3): 307-315.
8. Haug, E, Choi, H-Y, Robin, S, Beaugonin, M and Ayache, N. 2004. Human models for crash and impact simulation. Handbook Numer Anal., 12: 231-452.
9. Kerdok, AE, Ottensmeyer, MP and Howe, RD. 2006. Effects of perfusion on the viscoelastic characteristics of liver. J Biomech., 39(12): 2221-2231.
10. Labé A, Arnoux P-J, Behr M, Kayvantash K, Brunet C. 2006. Advanced finite element model to simulate pelvic failure process. Paper presented at: 7th International Symposium on Computer Methods in Biomechanics; Nice, France
11. Laumon, B. 2002. Recherches coordonnées sur les traumatismes consécutifs à un accident de la circulation routière, leurs causes et conséquences. Rapport UMRETTE n°0205: INRETS/Université Claude Bernard Lyon 1-Predit 1996-2000
12. Mazza, E, Nava, A, Hahnloser, D, Jochum, W and Bajka, M. 2007. The mechanical response of human liver and its relation to histology: an in vivo study. Med Image Anal., 11(6): 663-672.
13. Miller, K and Chinzei, K. 1997. Constitutive modelling of brain tissue: experiment and theory. J Biomech., 30(11-12): 1115-1121.
14. Miller, K. 2000. Constitutive modelling of abdominal organs. J Biomech., 33(3): 367-373.
15. Miller, K. 2005. Method of testing very soft biological tissues in compression. J Biomech., 38(1): 153-158.
16. Netter, FH. 1999. Atlas d'anatomie humaine, 2nd ed., Norvatis.
17. Park, J-S. 1994. Optimal Latin-hypercube designs for computer experiments. J Stat Plan Infer., 39(1): 95-111.
18. Sacks, J, Welch, WJ, Mitchell, TJ and Wynn, HP. 1989. Design and analysis of computer experiments. Stat Sci., 4(4): 409-423.
19. Saraf, H, Ramesh, KT, Lennon, AM, Merkle, AC and Roberts, JC. 2007. Mechanical properties of soft human tissues under dynamic loading. J Biomech., 40(9): 1960-1967.
20. Schittkowski, K. 1985-1986. NLPQL: a Fortran subroutine for solving constrained nonlinear programming problems. Ann Oper Res., 5: 485-500.
21. Schmidt, H, Alber, T, Wehner, T, Blakytny, R and Wilke, H-J. 2009. Discretization error when using finite element models: analysis and evaluation of an underestimated problem. J Biomech., 42(12): 1926-1934.
22. Schmidt, SR and Launsby, RG. 1994. Understanding industrial designed experiments, 4th ed, Colorado Springs, CO: Air Academy Press.
23. Snedeker, JG, Barbezat, M, Niederer, P, Schmidlin, FR and Farshad, M. 2005. Strain energy density as a rupture criterion for the kidney: impact tests on porcine organs, finite element simulation, and a baseline comparison between human and porcine tissues. J Biomech., 38(5): 993-1001.
24. Tillier, Y, Paccini, A, Durand-Reville, M, Bay, F and Chenot, JL. 2003. Three-dimensional finite element modelling for soft tissues surgery. Int Congr Ser., 1256: 349-355.
25. Winckler, G. 1974. Manuel d'Anatomie Topographique et Fonctionnelle, 2nd ed., Paris: Masson.
26. Zang, C, Friswell, MI and Mottershead, JE. 2005. A review of robust optimal design and its application in dynamics. Comput Struct., 83(4-5): 315-326.