On the theory of reactive mixtures for modeling biological growth

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On the theory of reactive mixtures for modeling biological growth is …
instance of (P31):
scholarly articleQ13442814

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P6179Dimensions Publication ID1006717765
P356DOI10.1007/S10237-006-0070-X
P932PMC publication ID3834581
P698PubMed publication ID17206407
P5875ResearchGate publication ID6595566

P50authorGerard A AteshianQ98113494
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Identification of the proteoglycan versican in aorta and smooth muscle cells by DNA sequence analysis, in situ hybridization and immunohistochemistryQ28238318
Anisotropic strain-dependent material properties of bovine articular cartilage in the transitional range from tension to compressionQ33643918
The correspondence between equilibrium biphasic and triphasic material properties in mixture models of articular cartilageQ33644121
A mixture theory analysis for passive transport in osmotic loading of cellsQ33810594
Balance between swelling pressure and collagen tension in normal and degenerate cartilageQ34184272
Computational modeling of ligament mechanicsQ34454436
Proteoglycans in primate arteries. I. Ultrastructural localization and distribution in the intimaQ36204210
Transport of fluid and ions through a porous-permeable charged-hydrated tissue, and streaming potential data on normal bovine articular cartilageQ36785543
Electromechanical and physicochemical properties of connective tissueQ40149222
A growth mixture theory for cartilage with application to growth-related experiments on cartilage explantsQ40587981
Incompressibility of the solid matrix of articular cartilage under high hydrostatic pressuresQ40844234
A triphasic theory for the swelling and deformation behaviors of articular cartilageQ42624477
Biorheology of swelling tissue.Q44540449
Stress-dependent finite growth in soft elastic tissuesQ46043010
A constrained mixture model for arterial adaptations to a sustained step change in blood flowQ47414346
A theoretical model of enlarging intracranial fusiform aneurysms.Q51248922
Mathematical modelling of engineered tissue growth using a multiphase porous flow mixture theory.Q51275545
Analytical description of growth.Q52725207
The kinetics of chemically induced nonequilibrium swelling of articular cartilage and corneal stroma.Q53769758
A Mixture Theory for Charged-Hydrated Soft Tissues Containing Multi-electrolytes: Passive Transport and Swelling BehaviorsQ56958687
The nonlinear characteristics of soft gels and hydrated connective tissues in ultrafiltrationQ68659711
Boundary conditions at the cartilage-synovial fluid interface for joint lubrication and theoretical verificationsQ69656040
The mechanical and stress adaptive properties of boneQ71194564
Biphasic creep and stress relaxation of articular cartilage in compression? Theory and experimentsQ71217757
A triphasic analysis of negative osmotic flows through charged hydrated soft tissuesQ71908716
Changes in connective tissue colloidal charge density with atherosclerosis and ageQ72078187
Mechanical properties of the collagen network in human articular cartilage as measured by osmotic stress techniqueQ74353482
The Donnan equilibriumQ74467331
Nonuniform swelling-induced residual strains in articular cartilageQ77356081
Swelling and curling behaviors of articular cartilageQ78018594
The influences of mechanical loads on the form of a growing elastic bodyQ81577126
P433issue6
P304page(s)423-445
P577publication date2007-01-06
P1433published inBiomechanics and Modeling in MechanobiologyQ4760322
P1476titleOn the theory of reactive mixtures for modeling biological growth
P478volume6

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