Clinical Orthopaedics Research Center, Department of Orthopaedic and Reconstructive Surgery, Centre Hospitalo-Universitaire Cochin-Port Royal, 27 Rue du Faubourg St Jacques, 75014, Paris, France.
Int Orthop. 2019 Mar;43(3):561-571. doi: 10.1007/s00264-018-4142-1. Epub 2018 Sep 13.
Acetabular revisions with severe bone defects can be challenging procedures. Several grading systems have been set into place to help the surgeon adequately gauge the degree of bone loss within the acetabulum. Internationally innovative research in orthopedics and bio-engineering has helped with progression of successful techniques and rings to re-establish the normal anatomy of the hip. The purpose of this review is to evaluate the outcomes of the different acetabular reinforcement rings in the setting of severe acetabular defects. A successive report of relevant data from the literature of multiple techniques will be provided. The procedures include the cup-cage, the Müller ring, the Ganz Ring, the Kerboull acetabular reinforcement device (KARD), the graft augmentation prosthesis (GAP) ring, and the Burch-Schneider ring. The main focus of this overview is rings only; other devices such as trabecular augments, custom-made cages, or oblong cups are not discussed. Furthermore, a special emphasis on the surgical technique of the KARD is also given. Procedures using these rings are usually associated with bone grafts either bulk or morselized. When considering the available data on these various rings used for reconstruction of the severely damaged acetabulum, the cup-cage, the KARD, and the Burch-Schneider ring appear to be reliable options for more successful long-term outcomes.
髋臼严重骨缺损的翻修是一项极具挑战性的手术。目前已经建立了几种分级系统,以帮助外科医生充分评估髋臼内骨丢失的程度。骨科和生物工程领域的国际创新性研究有助于成功技术和环的进步,以重新建立髋关节的正常解剖结构。本综述的目的是评估在严重髋臼缺损情况下使用不同髋臼加强环的结果。将提供来自多种技术文献的相关数据的连续报告。这些手术包括杯笼、Müller 环、Ganz 环、Kerboull 髋臼加强装置 (KARD)、移植物增强假体 (GAP) 环和 Burch-Schneider 环。本篇综述的主要重点是环,其他装置如小梁增强物、定制笼或椭圆形杯未讨论。此外,还特别强调了 KARD 的手术技术。使用这些环的手术通常与骨移植块或碎骨块相关。在考虑这些用于重建严重受损髋臼的各种环的可用数据时,杯笼、KARD 和 Burch-Schneider 环似乎是更成功的长期结果的可靠选择。