2006
DOI: 10.1016/j.clinbiomech.2006.01.010
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Bone remodelling inside a cemented resurfaced femoral head

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Cited by 75 publications
(85 citation statements)
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“…A mechanostat principle was applied, based upon the strain history stimulus required to produce a bone volume change (Carter 1984), and implemented using Euler forward integration to calculate iterative changes in the thickness of cortex elements (external remodelling), or the heterogeneous density-and hence the Young's modulus-of trabecular elements (internal remodelling). This method has been applied to femoral implants in THR (Kerner et al 1999;Turner et al 2005), RHR (Gupta et al 2006;Pal et al 2009;Rothstock et al 2011;Dickinson et al 2012;Perez et al 2014), to acetabular cups (Ghosh et al 2013), and in other joints (van Lenthe et al 1997). Advanced approaches have combined strain adaptive bone remodelling with other associated mechanobiological processes, including cementless implant ingrowth (Tarala et al 2011) and periprosthetic defect healing (Dickinson et al 2012).…”
Section: Introductionmentioning
confidence: 99%
“…A mechanostat principle was applied, based upon the strain history stimulus required to produce a bone volume change (Carter 1984), and implemented using Euler forward integration to calculate iterative changes in the thickness of cortex elements (external remodelling), or the heterogeneous density-and hence the Young's modulus-of trabecular elements (internal remodelling). This method has been applied to femoral implants in THR (Kerner et al 1999;Turner et al 2005), RHR (Gupta et al 2006;Pal et al 2009;Rothstock et al 2011;Dickinson et al 2012;Perez et al 2014), to acetabular cups (Ghosh et al 2013), and in other joints (van Lenthe et al 1997). Advanced approaches have combined strain adaptive bone remodelling with other associated mechanobiological processes, including cementless implant ingrowth (Tarala et al 2011) and periprosthetic defect healing (Dickinson et al 2012).…”
Section: Introductionmentioning
confidence: 99%
“…Bone adaptation and remodelling: Bone remodelling simulations have been performed extensively, primarily to assess stress shielding around the femoral component of hip arthroplasty (Perez et al, 2010;Taylor et al, 2004;Weinans et al, 1994;Gupta et al, 2006;Huiskes et al, 1992;Weinans et al, 1992Weinans et al, , 1993Stulpner et al, 1997;Folgado et al, 2009;Pal and Gupta 2011;Shim et al, 2012). Since the publication of the first bone remodelling simulations around implants by Huiskes and co-workers (Huiskes, 1988), there have only been incremental developments, for example accounting for overload induced bone loss (Behrens et al, 2009;Scannell and Prendergast, 2009).…”
Section: Time Dependent/adaptive Modelling Techniquesmentioning
confidence: 99%
“…The main focus of this review will be hip and knee replacement, as these have been studied the most, but the issues raised are applicable to the simulation of all orthopaedic devices. FE models have grown in both size and sophistication and techniques exist to assess the initial post-op mechanical environment Zivkovic et al, 2010;Chong et al, 2010;Pettersen et al, 2009;Reggiani et al, 2008;Udofia et al, 2007;Spears et al, 2001;Baldwin et al, 2008;Godest et al, 2002;Taylor and Barrett 2003;Perillo-Marcone and Taylor 2007;Chang et al, 2001) through to the simulation of time dependent processes including bone remodelling induced stress shielding (Huiskes et al, 1987;Perez et al, 2010;Behrens et al, 2009;Gillies et al, 2007;Taylor et al, 2004;McNamara et al, 1997;Weinans et al, 1994;Rietbergen et al, 1993;Gupta et al, 2006), tissue adaptation Andreykiv et al, 2005;Simmons et al, 2001), wear (Strickland et al, 2011;Strickland and Taylor 2009;Knight et al, 2007;Fregly et al, 2005;Bevill et al, 2005;Teoh et al, 2002;Brown et al, 2002;Maxian et al, 1996;Pal et al, 2008), damage accumulation of the cement mantle (Coultrup et al, 2010;Janssen et al, 2009;Lennon et al, 2007;Jeffers et al, 2007;Janssen et al, 2006;…”
Section: Introductionmentioning
confidence: 99%
“…Bone mass is regulated by elastic strain energy per unit mass, and when the difference between the treated bone and untreated bone reaches a certain threshold, no remodeling takes place and the model converges. More recently, Gupta et al [43] uses this adaptive bone remodeling theory to assess the short term risk of femoral neck fracture (1-2 years) and long term risk of failure of fixation (5 years) of a cemented resurfacing femoral head. Results showed strain shielding in the femoral head with a 50-90% reduction in bone density in the superior femoral head region and elevated strains of 0.50 -0.80% generated in the superior femoral neck.…”
Section: Previous Remodeling Simulationsmentioning
confidence: 99%
“…Previously, studies have been performed to examine postoperative changes in femoral bone density to evaluate effects of different muscle groups on the remodeling process as well as changes following hip arthroplasty [43,54,55]. Deuel improved the current three-dimensional femur models by implementing the remodeling algorithm by Hazelwood et al in order to incorporate the biological mechanism of remodeling to study changes in bone density following total hip and hip resurfacing arthroplasty procedures.…”
Section: Finite Element Analysis Modelingmentioning
confidence: 99%