1 Wu X, Chen W, Gao Z, et al. The effects of Haversian fluid pressure and harmonic axial loading on the poroelastic behaviors of a single osteon. Science China Physics, Mechanics and Astronomy, 2012, 55(9):1646-1656
|
2 Wang L, Ciani C, Doty SB, et al. Delineating bone's interstitial fluid pathway in vivo. Bone, 2004, 34(3):499-509
|
3 Cowin SC. Bone poroelasticity. Journal of Biomechanics, 1999, 32(3):217-238
|
4 Anderson EJ, Kaliyamoorthy S, Alexander JID, et al. Nano-microscale models of periosteocytic flow show differences in stresses imparted to cell body and processes. Annals of Biomedical Engineering, 2005, 33(1):52-62
|
5 Ahn AC, Grodzinsky AJ. Relevance of collagen piezoelectricity to "Wolff's Law":A critical revie.Med Eng Phys,2009, 31(7):733-741
|
6 Brown TD. Techniques for mechanical stimulation of cells in vitro:a review. Journal of Biomechanics, 2000, 33(1):3-14
|
7 Salzstein RA, Pollack SR, Mak AF, et al. Electromechanical potentials in cortical bone-I. A continuum approach. Journal of Biomechanics, 1987, 20(3):261-270
|
8 Srinivasan S, Gross T. Canalicular fluid flow induced by bending of a long bone. Medical Engineering & Physics, 2000, 22(2):127-133
|
9 Cowin S, Weinbaum S, Zeng Y. A case for bone canaliculi as the anatomical site of strain generated potentials. Journal of Biomechanics, 1995, 28(11):1281-1297
|
10 Zeng Y, Cowin S, Weinbaum S. A fiber matrix model for fluid flow and streaming potentials in the canaliculi of an osteon. Annals of Biomedical Engineering, 1994, 22(3):280-292
|
11 Zhang D, Weinbaum S, Cowin SC. On the calculation of bone pore water pressure due to mechanical loading. International Journal of Solids and Structures, 1998, 35(34):4981-4997
|
12 Nguyen V-H, Lemaire T, Naili S. Anisotropic poroelastic hollow cylinders with damaged periphery under harmonic axial loading:relevance to bone remodelling. Multidiscipline Modeling in Materials and Structures, 2009, 5(3):205-222
|
13 Rémond A, Naili S, Lemaire T. Interstitial fluid flow in the osteon with spatial gradients of mechanical properties:A finite element study. Biomech Model Mechanobiol, 2008, 7(6):487-495
|
14 Nguyen VH, Lemaire T, Naili S. Poroelastic behaviour of cortical bone under harmonic axial loading:A finite element study at the osteonal scale. Med Eng Phys, 2010, 32(4):384-390
|
15 Cowin SC, Gailani G, Benalla M. Hierarchical poroelasticity:movement of interstitial fluid between porosity levels in bones. Philosophical Transactions of the Royal Society of London A:Mathematical, Physical and Engineering Sciences, 2009, 367(1902):3401-3444
|
16 Liu S, Wang F, Liu R. Fluid flow and fluid shear stress in canaliculi induced by external mechanical loading and blood pressure oscillation. Applied Mathematics and Mechanics, 2015, 36(5):681-692
|
17 Wu XG, Chen WY. A hollow osteon model for examining its poroelastic behaviors:Mathematically modeling an osteon with different boundary cases. European Journal of Mechanics-A/Solids, 2013, 40:34-49
|
18 Wu XG, Chen WY, Wang DX. Mathematical osteon model for examining poroelastic behaviors. Applied Mathematics and Mechanics, 2013, 34(4):405-416
|
19 Wu XG, Chen WY. Poroelastic behaviors of the osteon:A comparison of two theoretical osteon models. Acta Mechanica Sinica, 2013, 29(4):612-621
|
20 Wu XG, Yu WL, Cen HP, et al. Hierarchical model for strain generalized streaming potential induced by the canalicular fluid flow of an osteon. Acta Mechanica Sinica, 2015, 31(1):112-121
|
21 Cheng AD. Material coefficis of anisotropic poroelasticity. International Journal of Rock Mechanics and Mining Sciences, 1997, 34(2):199-205
|
22 You L, Cowin SC, Schaffler MB, et al. A model for strain amplification in the actin cytoskeleton of osteocytes due to fluid drag on pericellular matrix. Journal of Biomechanics, 2001, 34(11):1375-1386
|
23 Boyde A. Scanning electron microscope studies of bone. The Biochemistry and Physiology of Bone, 1972, 1:259-310
|
24 Cooper RR, Milgram JW, Robinson RA. Morphology of the osteon. The Journal of Bone & Joint Surgery, 1966, 48(7):1239-1271
|
25 Nguyen VH, Lemaire T, Naili S. Numerical study of deformationinduced fluid flows in periodic osteonal matrix under harmonic axial loading. Comptes Rendus Mecanique, 2009, 337(5):268-276
|
26 Buckley M, Banes A, Levin L, et al. Osteoblasts increase their rate of division and align in response to cyclic, mechanical tension in vitro. Bone and Mineral, 1988, 4(3):225-236
|
27 Wang L, Fritton SP, Cowin SC, et al. Fluid pressure relaxation depends upon osteonal microstructure:modeling an oscillatory bending experiment. Journal of Biomechanics, 1999, 32(7):663-672
|
28 Qin YX, Kaplan T, Saldanha A, et al. Fluid pressure gradients, arising from oscillations in intramedullary pressure, is correlated with the formation of bone and inhibition of intracortical porosity. Journal of Biomechanics, 2003, 36(10):1427-1437
|
29 Nguyen VH, Lemaire T, Naili S. Influence of interstitial bone microcracks on strain-induced fluid flow. Biomech Model Mechanobiol, 2011, 10(6):963-972
|
30 Beno T, Yoon YJ, Cowin SC, et al. Estimation of bone permeability using accurate microstructural measurements. J Biomech, 2006, 39(13):2378-87
|
31 Fritton SP, McLeod KJ, Rubin CT. Quantifying the strain history of bone:spatial uniformity and self-similarity of low-magnitude strains. Journal of Biomechanics, 2000, 33(3):317-325
|
32 Rémond A, Naili S, Lemaire T. Interstitial fluid flow in the osteon with spatial gradients of mechanical properties:a finite element study. Biomechanics and Modeling in Mechanobiology, 2008, 7(6):487-495
|
33 Guo H, Maher SA, Torzilli PA. A biphasic finite element study on the role of the articular cartilage superficial zone in confined compression. Journal of Biomechanics, 2015, 48(1):166-170
|