首页> 外文期刊>International Journal of Surgery Case Reports >Can tibial tantalum cones eventually eliminate the adjuvant use of metallic augments for AORI type 2B/3 metaphyseal defects??—A novel surgical technique and case series
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Can tibial tantalum cones eventually eliminate the adjuvant use of metallic augments for AORI type 2B/3 metaphyseal defects??—A novel surgical technique and case series

机译:胫骨钽锥能否最终消除对AORI 2B / 3型干phy端骨缺损的金属增强剂的辅助使用?

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Background For extensive metaphyseal defects, the use of tantalum cones is usually combined with adjuvant stems which may be cemented/cementless and metallic bone augments for additional stability. A Tibial baseplate-Cone construct with proud tibial cones and without metallic augments has been described for AORI type 2B/3 tibial defects. Methods A case series analysis of 6 patients with AORI type 3 defects treated with unstepped proud Tantalum tibial metaphyseal cones without metallic wedges/full width augments. A follow-up analysis done with clinico-radiographic interpretation. Results 100% osteointegration noted in final radiographs of all patients at an average follow-up of 4.1 years. Preoperative average ROM/KSS of 75/49 improved to postoperative ROM/KSS of 104/79. Outcomes were interpreted as excellent in 50% of cases and good in the remaining 50%. Conclusion The “Tibial base plate-cone without augments (BCCA)”type of a construct may offer a valid long term advantage over the Tibial base plate-Augment-Cone combination in massive tibial bone defects. Simply building up the tantalum cone to the native joint line position by increasing cone height can exclude use of augments or wedges.
机译:背景技术对于广泛的干phy端缺损,通常将钽锥与佐剂柄结合使用,佐剂柄可以是胶结性的/无胶质的,并且金属骨质增强剂可以增加稳定性。已经针对AORI 2B / 3型胫骨缺损描述了一种带有引人注目的胫骨锥体且没有金属增强物的胫骨底板锥结构。方法对6例AORI 3型缺损患者行无金属楔形/全宽度增强的无阶梯傲步钽胫骨干phy端锥治疗的病例系列分析。用临床放射学解释进行的后续分析。结果在所有患者的最终X光片中均记录了100%的骨整合,平均随访4.1年。术前平均ROM / KSS为75/49,而术后ROM / KSS为104/79。结果在50%的病例中被解释为优秀,而在其余50%的病例中被解释为良好。结论在巨大的胫骨骨缺损中,“胫骨无增厚的椎体基盘锥(BCCA)”类型可能比胫骨的基体板-骨钉-锥骨组合提供长期有效的优势。通过增加圆锥体高度来简单地将钽圆锥体建立到原始关节线位置可以排除使用增强或楔形的可能性。

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