Literature DB >> 30573397

What is the best hip center location method to compute HKA angle in computer-assisted orthopedic surgery? In silico and in vitro comparison of four methods.

Guillaume Dardenne1, Zoheir Dib2, Nicolas Poirier3, Hoel Letissier4, Christian Lefèvre4, Eric Stindel4.   

Abstract

BACKGROUND: In computer-assisted orthopedic surgery, the hip center (HC) can be determined by calculating the center of rotation of the femur in relation to the pelvis. Several methods are available: Gamage, Halvorsen, Pivot or Least-Moving Point (LMP). To our knowledge, no studies have compared these four methods. We therefore conducted in silico and in vitro experiments to assess whether their accuracy and precision in locating the HC and calculating the hip-knee-ankle (HKA) angle were equivalent. HYPOTHESIS: The four methods show similar accuracy and precision. PATIENTS AND METHODS: The in silico experiment assessed the independent influence of four parameters (camera noise, acetabular noise, movement amplitude, and number of circumductions) on accuracy. The accuracy and precision of the four methods and the impact on HKA ankle calculation were assessed in an in vitro study on six cadaver limbs.
RESULTS: In the in silico experiment, all differences according to method were significant (p<0.0002). The Pivot method was the most accurate for acetabular and camera noise, number of circumductions, and movement amplitude. With the LMP, Pivot, Gamage and Halvorsen methods, error was respectively 23.07±8.40 (range 2.10-54.67) mm, 1.98±081 (0.15-4.89) mm, 28.18±3.42 (18.57-37.60) mm and 2.84±1.46 (0.11-9.44) mm depending on camera noise, 1.65±0.72 (0.13-4.80) mm, 0.52±0.22 (0.05-1.23) mm, 3.02±0.57 (0.60-4.78) mm and 0.61±0.27 (0.04-1.82) mm depending on movement amplitude, 0.50±0.20 (0.05-1.34) mm, 0.18±0.08 (0.01-0.44) mm, 0.36±0.14 (0.03-0.80) mm and 0.21±0.09 (0.01-0.55) mm depending on number of circumductions, and 11.30±5.77 (0.56-37.87) mm, 2.78±1.47 (0.10-8.77) mm, 88.08±8.85 (60.59-117.79) mm and 24.33±9.82 (1.40-66.17) mm depending on acetabular noise. In the in vitro experiment, differences were non-significant between the Pivot and LMP methods (p>0.98) and between the Gamage and Halvorsen methods (p>0.65). With the LMP, Pivot, Gamage and Halvorsen methods, precision was respectively 8.2±4.6 (3.3-23.6) mm, 7.3±3.6 (3.4-14.1) mm, 33.6±19.1 (4.7-111.4) mm and 35.0±25.0 (4.7-132.5) mm. Accuracy was 13.5±8.2 (3.2-40.7) mm. 12.3±6.4 (3.2-23.6) mm, 47.0±33.3 (6.2-176.6) mm and 40.3±27.8 (6.1-130.3) mm. The LMP and Pivot methods were thus more accurate and more precise than the Gamage and Halvorsen methods. HKA angle error was 1.1±0.9° (0.1-3.7) and 0.9±0.8° (0.0-2.5) with the LMP and Pivot methods, and 3.2±2.7° (0.0-12.7) and 3.8±3.5° (0.0-13.3) with the Gamage and Halvorsen methods. DISCUSSION: The study highlighted differences between the four methods of HC location in computer-assisted surgery; the Pivot method was the most accurate and precise, thus falsifying the study hypothesis. LEVEL OF EVIDENCE: III, prospective comparative in silico and in vitro study.
Copyright © 2018 Elsevier Masson SAS. All rights reserved.

Entities:  

Keywords:  Computer-assisted orthopedic surgery; HKA; Hip center

Mesh:

Year:  2018        PMID: 30573397     DOI: 10.1016/j.otsr.2018.11.011

Source DB:  PubMed          Journal:  Orthop Traumatol Surg Res        ISSN: 1877-0568            Impact factor:   2.256


  2 in total

1.  Restoring Rotation Center in Total Hip Arthroplasty for Developmental Dysplasia of the Hip with the Assistance of Three Dimensional Printing Technology: A Pilot Study.

Authors:  Heng Zhang; Jian-Zhong Guan; Zheng Zhang; Xiao-Tian Chen; Xiao-Dong Ma; Jian-Ning Zhao; Jian-Sheng Zhou
Journal:  Orthop Surg       Date:  2021-12-13       Impact factor: 2.071

2.  An open-access plug-in program for 3D modelling distinct material properties of cortical and trabecular bone.

Authors:  Gregory R Roytman; Matan Cutler; Kenneth Milligan; Steven M Tommasini; Daniel H Wiznia
Journal:  BMC Biomed Eng       Date:  2022-09-24
  2 in total

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