4.5 Article

Computational modeling to predict the micromechanical environment in tissue engineering scaffolds

Journal

JOURNAL OF BIOMECHANICS
Volume 120, Issue -, Pages -

Publisher

ELSEVIER SCI LTD
DOI: 10.1016/j.jbiomech.2021.110355

Keywords

Tissue engineering; Cellular micromechanical environment; Finite element; Computational model; Annulus fibrosus

Funding

  1. J. R. Templin Trust
  2. Orthopaedic Bioengineering Research laboratory at Colorado State University

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The study developed a finite element model of a TE scaffold unit cell to predict the cellular micromechanical environment (CME) and cell fates under prescribed loading. By characterizing the compressible hyperelastic mechanics of a fibrin hydrogel, it provided a tool for characterizing CME in future studies.
Cell fate in tissue engineering (TE) strategies is paramount to regenerate healthy, functional organs. The mechanical loads experienced by cells play an important role in cell fate. However, in TE scaffolds with a cell-laden hydrogel matrix, it is prohibitively complex to prescribe and measure this cellular micromechanical environment (CME). Accordingly, this study aimed to develop a finite element (FE) model of a TE scaffold unit cell that can be subsequently implemented to predict the CME and cell fates under prescribed loading. The compressible hyperelastic mechanics of a fibrin hydrogel were characterized by fitting unconfined compression and confined compression experimental data. This material model was implemented in a unit cell FE model of a TE scaffold. The FE mesh and boundary conditions were evaluated with respect to the mechanical response of a region of interest (ROl). A compressible second-order reduced polynomial hyperelastic model gave the best fit to the experimental data (C-10 = 1.72 x 10(-4), C-20 = 3.83 x 10(-4), D-1 = 3.41, D-2 = 8.06 x 10(-2)). A mesh with seed sizes of 40 mu m and 60 mu m in the ROl and non-ROl regions, respectively, yielded a converged model in 54 min. The in-plane boundary conditions demonstrated minimal influence on ROl mechanics for a 2-by-2 unit cell. However, the out-of-plane boundary conditions did exhibit an appreciable influence on ROl mechanics for a two bilayer unit cell. Overall, the developed unit cell model facilitates the modeling of the mechanical state of a cell-laden hydrogel within a TE scaffold under prescribed loading. This model will be utilized to characterize the CME in future studies, and 3D micromechanical criteria may be applied to predict cell fate in these scaffolds. (C) 2021 Published by Elsevier Ltd.

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