Literature DB >> 20660162

Numerical modeling of oxygen distributions in cortical and cancellous bone: oxygen availability governs osteonal and trabecular dimensions.

Adam M Zahm1, Michael A Bucaro, Portonovo S Ayyaswamy, Vickram Srinivas, Irving M Shapiro, Christopher S Adams, Karthik Mukundakrishnan.   

Abstract

Whereas recent work has demonstrated the role of oxygen tension in the regulation of skeletal cell function and viability, the microenvironmental oxemic status of bone cells remains unknown. In this study, we have employed the Krogh cylinder model of oxygen diffusion to predict the oxygen distribution profiles in cortical and cancellous bone. Under the assumption of saturation-type Michaelis-Menten kinetics, our numerical modeling has indicated that, under steady-state conditions, there would be oxygen gradients across mature osteons and trabeculae. In Haversian bone, the calculated oxygen tension decrement ranges from 15 to 60%. For trabecular bone, a much shallower gradient is predicted. We note that, in Haversian bone, the gradient is largely dependent on osteocyte oxygen utilization and tissue oxygen diffusivity; in trabecular bone, the gradient is dependent on oxygen utilization by cells lining the bone surface. The Krogh model also predicts dramatic differences in oxygen availability during bone development. Thus, during osteon formation, the modeling equations predict a steep oxygen gradient at the initial stage of development, with the gradient becoming lesser as osteonal layers are added. In contrast, during trabeculum formation, the oxygen gradient is steepest when the diameter of the trabeculum is maximal. Based on these results, it is concluded that significant oxygen gradients exist within cortical and cancellous bone and that the oxygen tension may regulate the physical dimensions of both osteons and bone trabeculae.

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Year:  2010        PMID: 20660162      PMCID: PMC2980312          DOI: 10.1152/ajpcell.00465.2009

Source DB:  PubMed          Journal:  Am J Physiol Cell Physiol        ISSN: 0363-6143            Impact factor:   4.249


  38 in total

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Authors:  D C Chow; L A Wenning; W M Miller; E T Papoutsakis
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2.  Modeling pO(2) distributions in the bone marrow hematopoietic compartment. II. Modified Kroghian models.

Authors:  D C Chow; L A Wenning; W M Miller; E T Papoutsakis
Journal:  Biophys J       Date:  2001-08       Impact factor: 4.033

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Authors:  Maria A Fernández-Seara; Suzanne L Wehrli; Felix W Wehrli
Journal:  Biophys J       Date:  2002-01       Impact factor: 4.033

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Journal:  J Biomech       Date:  1992-04       Impact factor: 2.712

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Authors:  Andreas Jung; Rupert Faltermeier; Ralf Rothoerl; Alexander Brawanski
Journal:  J Math Biol       Date:  2005-09-29       Impact factor: 2.259

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Journal:  J Physiol       Date:  1919-05-20       Impact factor: 5.182

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Journal:  J Biomech       Date:  1994-03       Impact factor: 2.712

Review 8.  Control of mitochondrial and cellular respiration by oxygen.

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Journal:  J Bioenerg Biomembr       Date:  1995-12       Impact factor: 2.945

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Journal:  Biochem Biophys Res Commun       Date:  1998-08-19       Impact factor: 3.575

10.  Venous oxygen measurements in the inferior vena cava in neonates with respiratory failure.

Authors: 
Journal:  Crit Care       Date:  1998       Impact factor: 9.097

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  5 in total

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Review 3.  Hypoxia and Bone Metastatic Disease.

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Journal:  J Bone Miner Res       Date:  2016-03-22       Impact factor: 6.741

5.  Computational fluid dynamic analysis of bioprinted self-supporting perfused tissue models.

Authors:  T J Sego; Matthew Prideaux; Jane Sterner; Brian Paul McCarthy; Ping Li; Lynda F Bonewald; Burcin Ekser; Andres Tovar; Lester Jeshua Smith
Journal:  Biotechnol Bioeng       Date:  2019-12-18       Impact factor: 4.530

  5 in total

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