Biomedical Engineering Reference
In-Depth Information
Gu WY, Lai WM, Mow VC (1998) A mixture theory for charged-hydrated soft tissues containing
multi-electrolytes: passive transport and swelling behaviors. J Biomech Eng 120(2):169-180
Hou JS, Holmes MH, Lai WM, Mow VC (1989) Boundary conditions at the cartilage-synovial
fluid interface for joint lubrication and theoretical verifications. J Biomech Eng 111(1):78-87
Huyghe JM, Janssen JD (1997) Quadriphasic mechanics of swelling incompressible porous media.
Int J Eng Sci 35(8):793-802
Kaasschieter EF, Frijns AJH, Huyghe JM (2003) Mixed finite element modelling of cartilaginous
tissues. Math Comput Simul 61(3-6):549-560
Kedem O, Katchalsky A (1958) Thermodynamic analysis of the permeability of biological mem-
branes to non-electrolytes. Biochim Biophys Acta 27(2):229-246
Kenyon DE (1976) Transient filtration in a porous elastic cylinder. J Appl Mech 43Ser E (4):594-
598
Lai WM, Hou JS, Mow VC (1991) A triphasic theory for the swelling and deformation behaviors
of articular cartilage. J Biomech Eng 113(3):245-258
Lai WM, Mow VC (1980) Drag-induced compression of articular cartilage during a permeation
experiment. Biorheology 17(1-2):111-123
Lazzara MJ, Deen WM (2004) Effects of concentration on the partitioning of macromolecule mix-
tures in agarose gels. J Colloid Interface Sci 272(2):288-297
Maas S, Ellis BJ, Ateshian GA, Weiss JA (2012) FEBio: finite elements for biomechanics.
J Biomech Eng 134(1):011005
Mackie JS, Meares P (1955) The diffusion of electrolytes in a cation-exchange resin membrane. I.
Theoretical. Proc R Soc Lond Ser A 232(1191):498-509
Magnier C, Boiron O, Wendling-Mansuy S, Chabrand P, Deplano V (2009) Nutrient distribution
and metabolism in the intervertebral disc in the unloaded state: a parametric study. J Biomech
42(2):100-108
Mauck RL, Hung CT, Ateshian GA (2003) Modeling of neutral solute transport in a dynamically
loaded porous permeable gel: implications for articular cartilage biosynthesis and tissue engi-
neering. J Biomech Eng 125(5):602-614
McNaught AD, Wilkinson A (1997) Compendium of chemical terminology: IUPAC recommenda-
tions, 2nd edn. Blackwell Science, Oxford
Mow VC, Kuei SC, Lai WM, Armstrong CG (1980) Biphasic creep and stress relaxation of artic-
ular cartilage in compression: theory and experiments. J Biomech Eng 102(1):73-84
Mow VC, Gibbs MC, Lai WM, Zhu WB, Athanasiou KA (1989) Biphasic indentation of articular
cartilage—II. A numerical algorithm and an experimental study. J Biomech 22(8-9):853-861
Oomens CW, van Campen DH, Grootenboer HJ (1987) A mixture approach to the mechanics of
skin. J Biomech 20(9):877-885
Sengers BG, Oomens CW, Baaijens FP (2004) An integrated finite-element approach to mechan-
ics, transport and biosynthesis in tissue engineering. J Biomech Eng 126(1):82-91
Simon BR, Liable JP, Pflaster D, Yuan Y, Krag MH (1996) A poroelastic finite element formulation
including transport and swelling in soft tissue structures. J Biomech Eng 118(1):1-9
Steck R, Niederer P, Knothe Tate ML (2003) A finite element analysis for the prediction of load-
induced fluid flow and mechanochemical transduction in bone. J Theor Biol 220(2):249-259
Sun DN, Gu WY, Guo XE, Lai WM, Mow VC (1999) A mixed finite element formulation of
triphasic mechano-electrochemical theory for charged, hydrated biological soft tissues. Int J
Numer Methods Eng 45(10):1375-1402
Tinoco I, Sauer K, Wang JC (1995) Physical chemistry: principles and applications in biological
sciences, 3rd edn. Prentice Hall, Englewood Cliffs
Truesdell C, Toupin R (1960) The classical field theories. Springer, Berlin
van Loon R, Huyghe JM, Wijlaars MW, Baaijens FPT (2003) 3d FE implementation of an incom-
pressible quadriphasic mixture model. Int J Numer Methods Eng 57(9):1243-1258
von Terzaghi K (1933) Auftrieb und Kapillardruck an betonierten Talsperren. Wasserwirtschaft
26:397-399
Wu JZ, Herzog W (2002) Simulating the swelling and deformation behaviour in soft tissues using
a convective thermal analogy. Biomed Eng Online 1:8
