利用增材制造和有限元分析表征机械刚度:骨骼健康评估的潜在工具。

IF 3.2 Q1 RADIOLOGY, NUCLEAR MEDICINE & MEDICAL IMAGING 3D printing in medicine Pub Date : 2023-11-18 DOI:10.1186/s41205-023-00197-5
Sriharsha Marupudi, Qian Cao, Ravi Samala, Nicholas Petrick
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引用次数: 0

摘要

背景:骨健康和骨折风险已知与僵硬相关。微有限元分析(μFEA)和增材制造模型的力学测试是评估骨样小梁结构力学性能的有效方法。然而,目前尚不清楚这两种方法的测量结果是否一致。本工作的目的是评估从添加剂制造的小梁骨模型的力学测试中获得的刚度测量值与μFEA模型之间的一致性。两种方法的一致性表明3D打印是验证μFEA建模的可行方法。方法:采用选择性激光烧结的方法,对20个腰椎感兴趣区进行分割,形成相应的骨小梁模型。在单轴压缩中对这些模型进行了机械测试,以得出它们的刚度值。采用线性弹性μFEA模拟相同的压缩和边界条件,得到了硅模拟的刚度值。采用Bland-Altman分析评价力学试验值与μFEA模拟值的一致性。此外,我们还评估了3D打印模型的保真度以及3D打印和机械测试过程的可重复性。结果:力学试验刚度与μFEA刚度吻合良好,R2为0.84,归一化均方根偏差为8.1%。我们证明了整个小梁骨结构以高保真度打印(Dice评分为0.97 (95% CI,[0.96,0.98]),并且力学测试是可重复的(从重复模型测试中获得的刚度值的变异系数小于5%)。然而,我们注意到3D打印模型的树脂微观结构存在一些缺陷,这可能是模拟刚度值与力学测试值存在差异的原因。结论:总体而言,机械刚度和μFEA之间的一致程度表明,我们的μFEA方法可以用于评估复杂骨小梁结构的骨力学,作为整体骨健康分析的一部分。
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Characterization of mechanical stiffness using additive manufacturing and finite element analysis: potential tool for bone health assessment.

Background: Bone health and fracture risk are known to be correlated with stiffness. Both micro-finite element analysis (μFEA) and mechanical testing of additive manufactured phantoms are useful approaches for estimating mechanical properties of trabecular bone-like structures. However, it is unclear if measurements from the two approaches are consistent. The purpose of this work is to evaluate the agreement between stiffness measurements obtained from mechanical testing of additive manufactured trabecular bone phantoms and μFEA modeling. Agreement between the two methods would suggest 3D printing is a viable method for validation of μFEA modeling.

Methods: A set of 20 lumbar vertebrae regions of interests were segmented and the corresponding trabecular bone phantoms were produced using selective laser sintering. The phantoms were mechanically tested in uniaxial compression to derive their stiffness values. The stiffness values were also derived from in silico simulation, where linear elastic μFEA was applied to simulate the same compression and boundary conditions. Bland-Altman analysis was used to evaluate agreement between the mechanical testing and μFEA simulation values. Additionally, we evaluated the fidelity of the 3D printed phantoms as well as the repeatability of the 3D printing and mechanical testing process.

Results: We observed good agreement between the mechanically tested stiffness and μFEA stiffness, with R2 of 0.84 and normalized root mean square deviation of 8.1%. We demonstrate that the overall trabecular bone structures are printed in high fidelity (Dice score of 0.97 (95% CI, [0.96,0.98]) and that mechanical testing is repeatable (coefficient of variation less than 5% for stiffness values from testing of duplicated phantoms). However, we noticed some defects in the resin microstructure of the 3D printed phantoms, which may account for the discrepancy between the stiffness values from simulation and mechanical testing.

Conclusion: Overall, the level of agreement achieved between the mechanical stiffness and μFEA indicates that our μFEA methods may be acceptable for assessing bone mechanics of complex trabecular structures as part of an analysis of overall bone health.

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