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Numerical modelling of osteocyte growth on different bone tissue scaffolds

Author

Listed:
  • Concepción Paz
  • Eduardo Suárez
  • Christian Gil
  • Oscar Parga

Abstract

The most common solution for the regeneration or replacement of damaged bones is the implantation of prostheses comprising ceramic or metallic materials. However, these implants are known to cause problems such as post-operative infections, collapse of the prosthesis, and lack of osseointegration. Consequently, bone tissue engineering was established because of the limitations of such implants. Osteogenic implants offer promising solutions for bone regeneration; however, three-dimensional scaffolds should be used as supportive structures. It is challenging to correctly design these structures and their compositions or properties to provide a microenvironment that promotes tissue regeneration and expedites bone formation. Computational fluid dynamics can be used to model the main phenomena that occur in bioreactors, such as cell metabolism, nutrient transport, and cell culture growth, or to model the influence of several key mechanisms related to the fluid medium, in particular, the wall shear stress. In this work, a new numerical bone cell growth model was developed, which considered the oxygen and nutrient consumption as well as the wall shear stress effect on cell proliferation. The model was implemented using 35 three-dimensional scaffolds of different porosities, and the effect of the main geometrical parameters involved in each scaffold type was analysed. The porosity plays an important role, however, a similar porosity did not guarantee similar shear stress or cell growth among the scaffolds. Randomised trabecular scaffolds, that more closely resembled trabecular bone, showed the highest cell growth values, so these are the best candidates for cell growth in a bioreactor.

Suggested Citation

  • Concepción Paz & Eduardo Suárez & Christian Gil & Oscar Parga, 2022. "Numerical modelling of osteocyte growth on different bone tissue scaffolds," Computer Methods in Biomechanics and Biomedical Engineering, Taylor & Francis Journals, vol. 25(6), pages 641-655, April.
  • Handle: RePEc:taf:gcmbxx:v:25:y:2022:i:6:p:641-655
    DOI: 10.1080/10255842.2021.1972290
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