Biomedical Engineering Reference
In-Depth Information
Fig. 6
Tissue distribution in within the distracted gap at days 1, 10 and 20 of the distraction
procedure (Adapted from [
60
])
5
Discussion and Conclusions
In this review the computational results of three examples of application that involve
intense bone regeneration have been presented: fracture healing, long bone distrac-
tion osteogenesis and mandibular distraction osteogenesis. The former provides
a biomechanical approach based on the mechanoregulation theory proposed by
Prendergast et al. [
54
] to design an external fixator able to stimulate mechanically
the fracture at LMHF. The tissue differentiation theory of Prendergast et al. [
54
]
is the only that considers the fluid flow and thus the effect of the frequency of
stimulation on the tissue outcome. In contrast, the two remaining examples study
from a mechanobiological perspective the process of distraction osteogenesis based
on the model of fracture healing proposed by Gomez-Benito et al. [
28
]. This
model was extended to simulate the process of distraction osteogenesis including the
maturation cell level, thus considering cell plasticity [
56
,
62
]. As far as the authors
know, the extended tissue differentiation theory of Gomez-Benito et al. [
28
]isthe
only that includes the maturation state. In fact, when simulating highly stimulated
mechanical environments in distraction osteogenesis (high distraction rates) existing
models [
16
,
28
,
54
] are not able to predict the nonunion observed experimentally.