A Direct Comparison of Node and Element-based Finite Element Modeling Approaches to Study Tissue Growth

Author(s):  
Danielle Howe ◽  
Nikhil Dixit ◽  
Kate Saul ◽  
Matthew Fisher

Abstract Finite element analysis is a useful tool to model growth of biological tissues and predict how growth can be impacted by stimuli. Previous work has simulated growth using node-based or element-based approaches, and this implementation choice may influence predicted growth, irrespective of the applied growth model. This study directly compared node-based and element-based approaches to understand the isolated impact of implementation method on growth predictions by simulating growth of a bone rudiment geometry, and determined what conditions produce similar results between the approaches. We used a previously reported node-based approach implemented via thermal expansion and an element-based approach implemented via osmotic swelling, and we derived a mathematical relationship to relate the growth resulting from these approaches. We found that material properties (modulus) affected growth in the element-based approach, with growth completely restricted for high modulus values relative to the growth stimulus, and no restriction for low modulus values. The node-based approach was unaffected by modulus. Node- and element- based approaches matched marginally better when the conversion coefficient to relate the approaches was optimized based on results of initial simulations, rather than using the theoretically-predicted conversion coefficient (median difference in node position 0.042 cm vs. 0.052 cm, respectively). In summary, we illustrate here the importance of the choice of implementation approach for modeling growth, provide a framework for converting models between implementation approaches, and highlight important considerations for comparing results in prior work and developing new models of tissue growth.

Author(s):  
Victor Caraveo ◽  
Scott Lovald ◽  
Tariq Khraishi ◽  
Jon Wagner ◽  
Brett Baack

FE modeling of biological tissues and physiological behavior is now becoming common practice with the improvement in finite element analysis (FEA) software and the significant increase in capability of computing resources. There are many uses for FEA of this nature, one of which has been simulating the mechanical behavior of implant devices for fracture repair. FE analysis offers insight into the mechanistic behavior of fixation plates used in rigid internal fixation and, if modeled carefully, could eventually become an accurate design tool.


Author(s):  
D Walton ◽  
A A Tessema ◽  
C J Hooke ◽  
J M Shippen

A review of work on tooth deformation and load sharing in non-metallic gears is presented. A finite element analysis employing the flexibility method for contacting bodies is used to model tooth deflections and contact patterns between meshing gears For metallic gears the change in contact ratio between the theoretical and running values is shown to be small. However, for low modulus, non-metallic gears the change in contact ratio is large and can give cause for concern. The benefits and disadvantages of this increase in operating contact ratio is stated. Finally, the possibility of characterizing the change in operating contact ratio in a non-dimensional form is discussed.


2006 ◽  
Vol 15 (3) ◽  
pp. 294-308 ◽  
Author(s):  
Suvranu De ◽  
Yi-Je Lim ◽  
Muniyandi Manivannan ◽  
Mandayam A Srinivasan

The generation of multimodal virtual environments for surgical training is complicated by the necessity to develop heterogeneous simulation scenarios such as surgical incision, cauterization, bleeding, and smoke generation involving the interaction of surgical tools with soft biological tissues in real time. While several techniques ranging from rapid but nonphysical geometry-based procedures to complex but computationally inefficient finite element analysis schemes have been proposed, none is uniquely suited to solve the digital surgery problem. In this paper we discuss the challenges facing the field of realistic surgery simulation and present a novel point-associated finite field (PAFF) approach, developed specifically to cope with these challenges. Based upon the equations of motion dictated by physics, this technique is independent of the state of matter, geometry and material properties and permits different levels of detail. We propose several specializations of this scheme for various operational complexities. The accuracy and efficiency of this technique is compared with solutions using traditional finite element methods and simulation results are reported on segmented models obtained from the Visible Human Project.


2010 ◽  
Vol 38 (5) ◽  
pp. 1780-1788 ◽  
Author(s):  
Ian A. Stokes ◽  
Salman Chegini ◽  
Stephen J. Ferguson ◽  
Mack G. Gardner-Morse ◽  
James C. Iatridis ◽  
...  

Author(s):  
Yuan Feng ◽  
Chung-Hao Lee ◽  
Lining Sun ◽  
Ruth J. Okamoto ◽  
Songbai Ji

Anisotropy exists in many soft biological tissues. The most common anisotropy is transverse isotropy, which is typical for fiber-reinforced structures, such as the brain white matter, tendon and muscle. Although many methods have been proposed to determine tissue properties, techniques to characterize transversely isotropic materials remain limited. The goal of this study is to investigate the feasibility of asymmetric indentation coupled with numerical optimization based on inverse finite element (FE) simulation to characterize transversely isotropic soft biological tissues. The proposed approach combining indentation and optimization may provide a useful general framework to characterize a variety of fiber-reinforced soft tissues in the future.


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