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Orthopaedic Proceedings
Vol. 102-B, Issue SUPP_2 | Pages 79 - 79
1 Feb 2020
Schierjott R Hettich G Ringkamp A Baxmann M Grupp T
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Introduction

Primary stability is an important factor for long-term implant survival in total hip arthroplasty. In revision surgery, implant fixation becomes especially challenging due the acetabular bone defects, which are often present. Previous studies on primary stability of revision components often applied simplified geometrical defect shapes in a variety of sizes and locations. The objectives of this study were to (1) develop a realistic defect model in terms of defect volume and shape based on a clinically existing acetabular bone defect, (2) develop a surrogate acetabular test model, and (3) exemplarily apply the developed approach by testing the primary stability of a pressfit-cup with and without bone graft substitute (BGS).

Materials & Methods

Based on clinical computed tomography data and a method previously published [1], volume and shape information of a representative defect, chosen in consultation with four senior hip revision surgeons, was derived. Volume and shape of the representative defect was approximated by nine reaming procedures with hemispherical acetabular reamers, resulting in a simplified defect with comparable volume (18.9 ml original vs. 18.8 ml simplified) and shape. From this simplified defect (Defect D), three additional defect models (Defect A, B, C) were derived by excluding certain reaming procedures, resulting in four defect models to step-wise test different acetabular revision components. A surrogate acetabular model made of 20 PCF polyurethane foam with the main support structures was developed [2]. For the exemplary test, three series for Defect A were defined: Native (acetabulum without defect), Empty (defect acetabulum without filling), Filled (defect acetabulum with BGS filling). All series were treated with a pressfit-cup and subjected to dynamic axial load in direction of maximum resultant force during level walking. Minimum load was 300 N and maximum load was increased step-wise from 600 N to 3000 N. Total relative motion between cup and foam, consisting of inducible displacement and migration, was assessed with the optical measurement system gom Aramis (gom GmbH, Braunschweig, DE).


Orthopaedic Proceedings
Vol. 98-B, Issue SUPP_7 | Pages 33 - 33
1 May 2016
Baxmann M Pfaff A Grupp T Morlock M
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Introduction

Dual modular hip prostheses were introduced to optimize the individual and intra-surgical adaptation of the implant design to the native anatomics und biomechanics of the hip. The downside of a modular implant design with an additional modular interface is the potential susceptibility to fretting, crevice corrosion and wear [1–2]. The purpose of this study was to characterize the metal ion release of a modular hip implant system with different modular junctions and material combinations in consideration of the corrosive physiological environment.

Methods

One design of a dual modular hip prosthesis (Ti6Al4V, Metha®, Aesculap AG, Germany) with a high offset neck adapter (CoCrMo, CCD-angle of 130°, neutral antetorsion) and a monobloc prosthesis (stem size 4) of the same implant type were used to characterize the metal ion release of modular and non-modular hip implants. Stems were embedded in PMMA with 10° adduction and 9° flexion according to ISO 7206-6 and assembled with ceramic (Biolox® delta) or CoCrMo femoral heads (XL-offset) by three light impacts with a hammer. All implant options were tested in four different test fluids: Ringer's solution, bovine calf serum and iron chloride solution (FeCl3-concentration: 10 g/L and 114 g/L). Cyclic axial sinusoidal compressive load (Fmax = 3800 N, peak load level of walking based on in vivo force measurements [3]) was applied for 10 million cycles using a servohydraulic testing machine (MTS MiniBionix 370). The test frequency was continuously varied between 15 Hz (9900 cycles) followed by 1 Hz (100 cycles). The metal ion concentration (cobalt, chromium and titanium) of the test fluids were analysed using ICP-OES and ICP-MS at intervals of 0, 5·105, 2·106 and 10·106 cycles (measuring sensitivity < 1 µg/L).