A composition-based cartilage model for the assessment of compositional changes during cartilage damage and adaptation

Osteoarthritis and Cartilage

Volumn 14, Issue 6, 2006, Pages 554-560

  Wilson, W ^a   Huyghe, J M ^a   van Donkelaar, C C ^a  

^a EINDHOVEN UNIVERSITY OF TECHNOLOGY   (Netherlands)

Author keywords

Cartilage; Depth dependent; Finite element analysis; Intra fibrillar; Permeability

Indexed keywords

COLLAGEN; PROTEOGLYCAN;

ANISOTROPY; ARTICLE; ARTICULAR CARTILAGE; BIOMECHANICS; CARTILAGE DEGENERATION; COMPRESSION; CONTROLLED STUDY; DISEASE COURSE; MATHEMATICAL MODEL; OSTEOARTHRITIS; PATHOGENESIS; PREDICTION; PRIORITY JOURNAL; QUANTITATIVE ANALYSIS; TIME;

ADAPTATION, PHYSIOLOGICAL; CARTILAGE, ARTICULAR; ELASTICITY; HUMANS; MATHEMATICS; MODELS, BIOLOGICAL; OSMOSIS; PERMEABILITY; STRESS, MECHANICAL; VISCOSITY;

EID: 33646767113     PISSN: 10634584     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.joca.2005.12.006     Document Type: Article

References (38)

1. Atkinson R.S., Haut R.C., and Altiero N.J. An investigation of biphasic failure criteria for impact-induced fissuring of articular cartilage. J Biomech Eng 120 4 (1998) 536-537
2. Morel V., and Quinn T.M. Cartilage injury by ramp compression near the gel diffusion rate. J Orthop Res 22 1 (2004) 145-151
3. Wilson W, Burken CG, van Donkelaar CC, Buma P, van Rietbergen B, Huiskes R. Causes of mechanically induced collagen damage in articular cartilage. J Orthop Res (in press).
4. Wilson W, Huyghe JM, van Donkelaar CC. Depth-dependent compressive equilibrium properties of articular cartilage explained by its composition. Biomech Model Mechanobiol (in press).
5. Mak A.F. The apparent viscoelastic behavior of articular cartilage - the contributions from the intrinsic matrix viscoelasticity and interstitial fluid flows. J Biomech Eng 108 2 (1986) 123-130
6. Mak A.F. Unconfined compression of hydrated viscoelastic tissues: a biphasic poroviscoelastic analysis. Biorheology 23 4 (1986) 371-383
7. Suh J.K., and Bai S. Finite element formulation of biphasic poroviscoelastic model for articular cartilage. J Biomech Eng 120 2 (1998) 195-201
8. Maroudas A. Physicochemical properties of articular cartilage. In: Freeman M.A.R. (Ed). Adult Articular Cartilage. 2nd edn. (1979), Pitman Med, Kent, UK 215-223
9. Mow V.C., and Ratcliffe A. Structure and function of articular cartilage and meniscus. In: Mow V.C., and Hayes W.C. (Eds). Basic Orthopaedic Biomechanics. 2nd edn. (1997), Lippincott-Raven, Philadelphia 113-177
10. Gu W.Y., Lai W.M., and Mow V.C. Transport of fluid and ions through a porous-permeable charged-hydrated tissue, and streaming potential data on normal bovine articular cartilage. J Biomech 26 (1993) 709-723
11. Gu W.Y., Lai W.M., and Mow V.C. A mixture theory for charged-hydrated soft tissues containing multi-electrolytes: passive transport and swelling behaviors. J Biomech Eng 120 (1998) 169-180
12. Maroudas A. Transport of solutes through cartilage: permeability to large molecules. J Anat 122 (1976) 335-347
13. Lai W.M., and Mow V.C. Drag-induced compression of articular cartilage during a permeation experiment. Biorheology 17 (1980) 111-123
14. Mow V.C., Kuei S.C., Lai W.M., and Armstrong C.G. Biphasic creep and stress relaxation of articular cartilage in compression: theory and experiments. J Biomech Eng 102 (1980) 73-84
15. Gu W.Y., and Yao H. Effects of hydration and fixed charge density on fluid in charged hydrated soft tissues. Ann Biomed Eng 31 (2003) 1162-1170
16. Maroudas A. Physicochemical properties of cartilage in the light of ion exchange theory. Biophys J 8 (1968) 575-595
17. Maroudas A. Biophysical chemistry of cartilaginous tissues with special reference to solute and fluid transport. Biorheology 12 (1975) 233-248
18. Holmes M.H., and Mow V.C. The nonlinear characteristics of soft gels and hydrated connective tissues in ultrafiltration. J Biomech 23 (1990) 1145-1156
19. Gu W.Y., Yao H., Huang C.Y., and Cheung H.S. New insight into deformation-dependent hydraulic permeability of gels and cartilage, and dynamic behavior of agarose gels in confined compression. J Biomech 36 (2003) 593-598
20. Urban J.P.G., and McMullin J.F. Swelling pressures of the lumbar intervertebral discs: influence of age, spinal level, composition and degeneration. Spine 13 (1988) 179-187
21. Maroudas A., and Bannon C. Measurement of swelling pressure in cartilage and comparison with the osmotic pressure of constituent proteoglycans. Biorheology 18 (1981) 619-632
22. Katz E.P., Wachtel E.J., and Maroudas A. Extra-fibrillar proteoglycans osmotically regulate the molecular packing of collagen in cartilage. Biochim Biophys Acta 882 (1986) 136-139
23. Maroudas A., Wachtel E., Grushko G., Katz E.P., and Weinberg P. The effect of osmotic and mechanical pressures on water partitioning in articular cartilage. Biochim Biophys Acta 1073 (1991) 285-294
24. DiSilvestro M.R., and Suh J.K. A cross-validation of the biphasic poroviscoelastic model of articular cartilage in unconfined compression, indentation, and confined compression. J Biomech 34 (2001) 519-525
25. Eisenberg S.R., and Grodzinsky A.J. The kinetics of chemically induced nonequilibrium swelling of articular cartilage and corneal stroma. J Biomech Eng 109 (1987) 79-89
26. Wilson W., van Donkelaar C.C., van Rietbergen B., and Huiskes R. A fibril-reinforced poroviscoelastic swelling (FPVES) model for articular cartilage. J Biomech 38 (2005) 1195-1204
27. Charlebois M., McKee M.D., and Buschmann M.D. Nonlinear tensile properties of bovine articular cartilage and their variation with age and depth. J Biomech Eng 126 (2004) 129-137
28. Fung Y.C. Mechanical Properties of Living Tissues (1981), Springer Verlag, New York
29. Morgan F.R. The mechanical properties of collagen fibers: stress-strain curves. J Soc Leather Trades Chem 44 (1960) 171-182
30. Roth V., and Mow V.C. The intrinsic tensile behavior of the matrix of bovine articular cartilage and its variation with age. J Bone Joint Surg Am 62 (1980) 1102-1117
31. Woo S.L., Simon B.R., Kuei S.C., and Akeson W.H. Quasi-linear viscoelastic properties of normal articular cartilage. J Biomech Eng 102 (1980) 85-90
32. Wilson W., van Donkelaar C.C., van Rietbergen C., Ito K., and Huiskes R. Stresses in the local collagen network of articular cartilage: a poroviscoelastic fibril-reinforced finite element study. J Biomech 37 (2004) 357-366
33. Wilson W., van Donkelaar C.C., and Huyghe J.M. A comparison between mechano-electrochemical and biphasic swelling theories for soft hydrated tissues. J Biomech Eng 127 (2005) 158-165
34. Lanir Y. Biorheology and fluid flux in swelling tissues. I. Bicomponent theory for small deformations, including concentration effects. Biorheology 24 (1987) 173-187
35. Huyghe J.M., Houben G.B., Drost M.R., and van Donkelaar C.C. An ionised/non-ionised dual porosity model of intervertebral disc tissue. Biomech Model Mechanobiol 2 (2003) 3-19
36. van der Voet A. A comparison of finite element codes for the solution of biphasic poroelastic problems. Proc Inst Mech Eng [H] 211 (1997) 209-211
37. Chen S.S., Falcovitz Y.H., Schneiderman R., Maroudas A., and Sah R.L. Depth-dependent compressive properties of normal aged human femoral head articular cartilage: relationship to fixed charge density. Osteoarthritis Cartilage 9 (2001) 561-569
38. Krishnan R.S., Park S., Eckstein F., and Ateshian G.A. Inhomogeneous cartilage properties enhance superficial interstitial fluid support and frictional properties, but do not provide a homogeneous state of stress. J Biomech Eng 125 (2003) 569-577