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Annulus Calibration Increases the Computational Accuracy of the Lumbar Finite Element Model

Chen Xu, Zhipeng Xi, Zhongxin Fang, Xiaoyu Zhang, Nan Wang, Jingchi Li, Yang Liu

2022Global Spine Journal29 citationsDOIOpen Access PDF

Abstract

Study Design Mechanical simulations. Objective Inadequate calibration of annuli negatively affects the computational accuracy of finite element (FE) models. Specifically, the definition of annulus average radius (AR) does not have uniformity standards. Differences between the elastic moduli in the different layers and parts of the annulus were not fully calibrated when a linear elastic material is used to define its material properties. This study aims to optimize the computational accuracy of the FE model by calibrating the annulus. Methods We calibrated the annulus AR and elastic modulus in our anterior-constructed lumbar model by eliminating the difference between the computed range of motion and that measured by in vitro studies under a flexion-extension loading condition. Multi-indicator validation was performed by comparing the computed indicators with those measured in in vitro studies. The computation time required for the different models has also been recorded to evaluate the computational efficiency. Results The difference between computed and measured ROMs was less than 1% when the annulus AR and elastic modulus were calibrated. In the model validation process, all the indicators computed by the calibrated FE model were within ±1 standard deviation of the average values obtained from in vitro studies. The maximum difference between the computed and measured values was less than 10% under nearly all loading conditions. There is no apparent variation tendency for the computational time associated with different models. Conclusion The FE model with calibrated annulus AR and regional elastic modulus has higher computational accuracy and can be used in subsequent mechanical studies.

Topics & Concepts

MedicineLumbarFinite element methodCalibrationAnnulus (botany)OrthodonticsPhysical medicine and rehabilitationAnatomyStructural engineeringMathematicsStatisticsEngineeringBiologyBotanySpine and Intervertebral Disc PathologyElasticity and Material ModelingOrthopaedic implants and arthroplasty
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