An interface finite element model can be used to predict healing outcome of bone fractures

被引:20
作者
Alierta, J. A. [1 ]
Perez, M. A. [2 ]
Garcia-Aznar, J. M. [2 ]
机构
[1] Minist Def, Escuela Politecn Super Ejercito, Madrid, Spain
[2] Univ Zaragoza, Aragon Inst Engn Res I3A, Zaragoza 50018, Spain
关键词
Bone fracture healing; Finite element prediction; Design of fracture fixators; Interfragmentary movement; TISSUE DIFFERENTIATION; GAP SIZE; SIMULATION; STABILITY; FIXATION; SHEAR; STIFFNESS; CALLUS; MECHANOREGULATION; MOVEMENT;
D O I
10.1016/j.jmbbm.2013.09.023
中图分类号
R318 [生物医学工程];
学科分类号
0831 ;
摘要
After fractures, bone can experience different potential outcomes: successful bone consolidation, non-union and bone failure. Although, there are a lot of factors that influence fracture healing, experimental studies have shown that the interfragmentary movement (IFM) is one of the main regulators for the course of bone healing. In this sense, computational models may help to improve the development of mechanical-based treatments for bone fracture healing. Hence, based on this fact, we propose a combined repair-failure mechanistic computational model to describe bone fracture healing. Despite being a simple model, it is able to correctly estimate the time course evolution of the IFM compared to in vivo measurements under different mechanical conditions. Therefore, this mathematical approach is especially suitable for modeling the healing response of bone to fractures treated with different mechanical fixators, simulating realistic clinical conditions. This model will be a useful tool to identify factors and define targets for patient specific therapeutics interventions. (C) 2013 Elsevier Ltd. All rights reserved.
引用
收藏
页码:328 / 338
页数:11
相关论文
共 43 条
[1]   A fuzzy logic model of fracture healing [J].
Ament, C ;
Hofer, EP .
JOURNAL OF BIOMECHANICS, 2000, 33 (08) :961-968
[2]   Simulation of fracture healing incorporating mechanoregulation of tissue differentiation and dispersal/proliferation of cells [J].
Andreykiv, A. ;
van Keulen, F. ;
Prendergast, P. J. .
BIOMECHANICS AND MODELING IN MECHANOBIOLOGY, 2008, 7 (06) :443-461
[3]   Shear movement at the fracture site delays healing in a diaphyseal fracture model [J].
Augat, P ;
Burger, J ;
Schorlemmer, S ;
Henke, T ;
Peraus, M ;
Claes, L .
JOURNAL OF ORTHOPAEDIC RESEARCH, 2003, 21 (06) :1011-1017
[4]   Shear does not necessarifly inhibit bone healing [J].
Bishop, N. E. ;
van Rhijn, M. ;
Tami, I. ;
Corveleijn, R. ;
Schneider, E. ;
Ito, K. .
CLINICAL ORTHOPAEDICS AND RELATED RESEARCH, 2006, (443) :307-314
[5]   An experimental two degrees-of-freedom actuated external fixator for in vivo investigation of fracture healing [J].
Bishop, NE ;
Schneider, E ;
Ito, K .
MEDICAL ENGINEERING & PHYSICS, 2003, 25 (04) :335-340
[6]   Simulation of Fracture Healing in the Tibia: Mechanoregulation of Cell Activity Using a Lattice Modeling Approach [J].
Byrne, Damien P. ;
Lacroix, Damien ;
Prendergast, Patrick J. .
JOURNAL OF ORTHOPAEDIC RESEARCH, 2011, 29 (10) :1496-1503
[7]  
CHAO EYS, 1989, CLIN ORTHOP RELAT R, P24
[8]   A Mechanobiological Model for Tissue Differentiation that Includes Angiogenesis: A Lattice-Based Modeling Approach [J].
Checa, Sara ;
Prendergast, Patrick J. .
ANNALS OF BIOMEDICAL ENGINEERING, 2009, 37 (01) :129-145
[9]   Influence of size and stability of the osteotomy gap on the success of fracture healing [J].
Claes, L ;
Augat, P ;
Suger, G ;
Wilke, HJ .
JOURNAL OF ORTHOPAEDIC RESEARCH, 1997, 15 (04) :577-584
[10]   EFFECT OF DYNAMIZATION ON GAP HEALING OF DIAPHYSEAL FRACTURES UNDER EXTERNAL FIXATION [J].
CLAES, LE ;
WILKE, HJ ;
AUGAT, P ;
RUBENACKER, S ;
MARGEVICIUS, KJ .
CLINICAL BIOMECHANICS, 1995, 10 (05) :227-234