Shailesh Naire's Outputs (3)

A mathematical model of cartilage regeneration after chondrocyte and stem cell implantation - II: The effects of co-implantation (2019)
Journal Article
Naire, & Kuiper. (2019). A mathematical model of cartilage regeneration after chondrocyte and stem cell implantation - II: The effects of co-implantation. Journal of Tissue Engineering, 1-14. https://doi.org/10.1177/2041731419827792

We present a mathematical model of cartilage regeneration after cell therapy, to show how co-implantation of stem cells (mesenchymal stem cells) and chondrocytes into a cartilage defect can impact chondral healing. The key mechanisms involved in the... Read More about A mathematical model of cartilage regeneration after chondrocyte and stem cell implantation - II: The effects of co-implantation.

A mathematical model of cartilage regeneration after chondrocyte and stem cell implantation - I: The effects of growth factors (2019)
Journal Article
Campbell, K., Kuiper, J., & Naire, S. (2019). A mathematical model of cartilage regeneration after chondrocyte and stem cell implantation - I: The effects of growth factors. Journal of Tissue Engineering, 1-16. https://doi.org/10.1177/2041731419827791

Autologous Chondrocyte Implantation is a cell-based therapy for treating chondral defects. The procedure begins by inserting chondrocytes into the defect region. The chondrocytes initiate healing by proliferating and depositing extracellular matrix,... Read More about A mathematical model of cartilage regeneration after chondrocyte and stem cell implantation - I: The effects of growth factors.

An adaptive moving mesh method for two-dimensional thin film flow equations with surface tension (2019)
Journal Article
Alharbi, A., & Naire, S. (2019). An adaptive moving mesh method for two-dimensional thin film flow equations with surface tension. Journal of Computational and Applied Mathematics, 365, 219-230. https://doi.org/10.1016/j.cam.2019.02.010

In this paper, we extend our previous work [A. Alharbi and S. Naire, An adaptive moving mesh method for thin film flow equations with surface tension, J. Computational and Applied Mathematics, 319 (2017), pp. 365-384.] on a one-dimensional r-adaptive... Read More about An adaptive moving mesh method for two-dimensional thin film flow equations with surface tension.