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Multidisciplinary design optimization of dental implant based on finite element method and surrogate models

机译:基于有限元法和代理模型的牙科植入物多学科设计优化

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AbstractThis study aims to propose a Multidisciplinary design optimization (MDO) approach for dental implant based on Finite element method (FEM), surrogate model and a new MDO algorithm. FEM is used to calculate the stress at the implant-bone interface first. Two surrogate models, Support vector regression (SVR) and Kriging (KRG) are built to replace FEM in the following MDO of dental implant, and their verifications indicate their accuracies. A new multidisciplinary design optimization algorithm, named as Homogenization-target-values MDO algorithm (HTV-MDO), is established and first tested by a numerical example to demonstrate its effectiveness. After that, it is applied to the MDO of dental implant based on the SVM and KRG. The results indicate that the new MDO approach proposed in this study can effectively deal with the MDO of dental implant. The stress is reduced greatly with other characteristics of dental implant (contact area and volume of implant in this study) optimizing or slightly deteriorating. This approach can be expanded to other MDO of different bio-implants.
机译:<标题>抽象 ara>本研究旨在提出基于有限元方法(FEM),代理模型和新MDO算法的牙科植入物的多学科设计优化(MDO)方法。 FEM用于首先计算植入骨界面处的应力。两个代理模型,支持向量回归(SVR)和Kriging(Kriging(Kriging)以替代FEM在以下MDO的牙科植入物中,其验证表明其准确性。建立了一种新的多学科设计优化算法,被命名为均质 - 目标值MDO算法(HTV-MDO),并首先通过数值示例测试以展示其有效性。之后,将其基于SVM和KRG应用于牙科植入物的MDO。结果表明,本研究中提出的新MDO方法可以有效地处理牙科植入物的MDO。牙科植入物(本研究中的接触面积和植入物的接触面积和体积)的应力大大降低了,优化或略微恶化。这种方法可以扩展到不同生物植入物的其他MDO。

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