Bone refilling in cortical bone multicellular units: Insights into tetracycline double labelling from a computational model
Pascal R. Buenzli, Peter Pivonka, David W. Smith

TL;DR
This study uses a computational model to analyze bone refilling in cortical bone BMUs, explaining the linear relationship between matrix apposition rate and cavity radius and revealing stage-dependent refilling dynamics.
Contribution
The paper extends previous models to connect osteoblast activity and number with observed refilling patterns, providing insights into the stages of BMU activity and variability in tetracycline labelling data.
Findings
Linear MAR-cavity radius relationship holds during most refilling phases.
Bone formation starts and ends rapidly at specific sites.
Active osteoblasts reach steady state more slowly than osteoclasts.
Abstract
Bone remodelling is carried out by `bone multicellular units' (BMUs) in which active osteoclasts and active osteoblasts are spatially and temporally coupled. The refilling of new bone by osteoblasts towards the back of the BMU occurs at a rate that depends both on the number of osteoblasts and on their secretory activity. In cortical bone, a linear phenomenological relationship between matrix apposition rate (MAR) and BMU cavity radius is found experimentally. How this relationship emerges from the combination of complex, nonlinear regulations of osteoblast number and secretory activity is unknown. Here, we extend our previous mathematical model of cell development within a single BMU to investigate how osteoblast number and osteoblast secretory activity vary along the BMU's closing cone. MARs predicted by the model are compared with data from tetracycline double labelling…
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