Kishore Pradeep, Swapnil Mahadev Dhobale, Bidyut Pal
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引用次数: 0
摘要
对Ti-6Al-4V、PEEK和CFR-PEEK植入材料在腰椎融合术中的生物力学进行长期基于性能的研究尚无文献报道。本研究通过执行基于应变能密度的骨重塑理论来研究这些种植材料融合L4-L5节段的性能。利用计算机断层扫描图像重建完整腰椎和植入腰椎的有限元模型,模拟500 N压缩载荷、150 N预载荷和10 Nm力矩的组合作用。当连续两次迭代之间的表观骨密度变化小于0.005 g cm−3时,模型达到平衡状态。Ti-6Al-4V植入模型的活动范围(ROM)减少73%-85%,PEEK植入模型减少64%-78%,CFR-PEEK植入模型减少69%-81%。所有模型均表现出种植体-骨界面区和松质骨的骨密度显著升高(30%)。然而,与Ti-6Al-4V植入模型(0.3%-6.7%)和PEEK模型(1.5%-30%)相比,CFR-PEEK植入模型的骨密度损失仅为0%-0.3%。研究结果表明,考虑到骨密度分布和术后即刻到平衡状态的等效应变,CFR-PEEK材料可能是比PEEK和Ti-6Al-4V更好的种植材料。
Bone Remodelling in Lumbar Spine: A Comparative Analysis of Ti-Alloy, PEEK and CFR-PEEK Implant Materials
Long-term performance-based study to comprehend the biomechanics of Ti-6Al-4V, PEEK and CFR-PEEK implant materials in fusing a lumbar spine is not available in literature. The present study investigates the performance of these implant materials in fusing an L4–L5 segment by executing a strain energy density-based bone remodelling theory. The FE models of intact and implanted lumbar spines were reconstructed from computed tomography scan images and simulated for 500 N compressive load and a combination of 150 N preload and 10 Nm moment. The models attained equilibrium state when the apparent bone density change became less than 0.005 g cm−3 between two consecutive iterations. The implanted models' range of motion (ROM) has been reduced by 73%–85% for Ti-6Al-4V, 64%–78% for PEEK and 69%–81% for CFR-PEEK implanted models. All models exhibit a substantial rise in bone density (30%) in the implant-bone interface region and cancellous bone. However, the CFR-PEEK implanted model exhibited a bone density loss of only 0%–0.3%, compared to the Ti-6Al-4V implanted model (0.3%–6.7%) and the PEEK model (1.5%–30%). The findings indicate that CFR-PEEK material may be a better implant material than PEEK and Ti-6Al-4V while considering bone density distributions and equivalent strains from immediate post-operative to equilibrium conditions.
期刊介绍:
All differential equation based models for biomedical applications and their novel solutions (using either established numerical methods such as finite difference, finite element and finite volume methods or new numerical methods) are within the scope of this journal. Manuscripts with experimental and analytical themes are also welcome if a component of the paper deals with numerical methods. Special cases that may not involve differential equations such as image processing, meshing and artificial intelligence are within the scope. Any research that is broadly linked to the wellbeing of the human body, either directly or indirectly, is also within the scope of this journal.