Injury
Volume 41, Issue 3 , Pages 300-305, March 2010

Computer-assisted three-dimensional correlation between the femoral neck-shaft angle and the optimal entry point for antegrade nailing

  • George Anastopoulos

      Affiliations

    • 2nd Dpt. of Orthopaedic & Trauma Surgery, ‘G. Gennimatas’ Hospital of Athens, Greece
  • ,
  • Dionisios Chissas

      Affiliations

    • 2nd Dpt. of Orthopaedic & Trauma Surgery, ‘G. Gennimatas’ Hospital of Athens, Greece
  • ,
  • Joseph Dourountakis

      Affiliations

    • 2nd Dpt. of Orthopaedic & Trauma Surgery, ‘G. Gennimatas’ Hospital of Athens, Greece
  • ,
  • Panagiotis G. Ntagiopoulos

      Affiliations

    • 2nd Dpt. of Orthopaedic & Trauma Surgery, ‘G. Gennimatas’ Hospital of Athens, Greece
    • Corresponding Author InformationCorresponding author at: 65A, Ethnikis Antistaseos St, 152 31 Psichiko, Athens, Greece. Tel.: +30 6978 448 160; fax: +30 210 6717072.
  • ,
  • Evaggelos Magnisalis

      Affiliations

    • N. Smirni, Athens, Greece
  • ,
  • Antonios Asimakopoulos

      Affiliations

    • 2nd Dpt. of Orthopaedic & Trauma Surgery, ‘G. Gennimatas’ Hospital of Athens, Greece
  • ,
  • Theodore A. Xenakis

      Affiliations

    • Dpt. of Orthopaedic Surgery, University Hospital of Ioannina, University of Ioannina School of Medicine, Ioannina, Greece

Accepted 4 September 2009.

Abstract 

Optimal entry point for antegrade femoral intramedullary nailing (IMN) remains controversial in the current medical literature. The definition of an ideal entry point for femoral IMN would implicate a tenseless introduction of the implant into the canal with anatomical alignment of the bone fragments. This study was undertaken in order to investigate possible existing relationships between the true 3D geometric parameters of the femur and the location of the optimum entry point. A sample population of 22 cadaveric femurs was used (mean age=51.09±14.82 years). Computed-tomography sections every 0.5mm for the entire length of femurs were produced. These sections were subsequently reconstructed to generate solid computer models of the external anatomy and medullary canal of each femur. Solid models of all femurs were subjected to a series of geometrical manipulations and computations using standard computer-aided-design tools. In the sagittal plane, the optimum entry point always lied a few millimeters behind the femoral neck axis (mean=3.5±1.5mm). In the coronal plane the optimum entry point lied at a location dependent on the femoral neck-shaft angle. Linear regression on the data showed that the optimal entry point is clearly correlated to the true 3D femoral neck-shaft angle (R2=0.7310) and the projected femoral neck-shaft angle (R2=0.6289). Anatomical parameters of the proximal femur, such as the varus-valgus angulation, are key factors in the determination of optimal entry point for nailing. The clinical relevance of the results is that in varus hips (neck-shaft angle ≤120°) the correct entry point should be positioned over the trochanter tip and the use stiff nails is advised. In cases of hips with neck-shaft angle between 120° and 130°, the optimal entry point lies just medially to the trochanter tip (at the piriformis fossa) and the use of stiff implants is safe. In hips with neck-shaft angle over 130° the anatomical axis of the canal is medially to the base of the neck, in a “restricted area”. In these cases the entry point should be located at the insertion of the piriformis muscle and the application of more malleable implants that could easily follow the medullary canal should be considered.

Keywords: Femoral nailing, Entry point, Three-dimensional, Femoral neck-shaft angle

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 Level of Evidence: II; Development of diagnostic criteria on basis of consecutive cases.

PII: S0020-1383(09)00476-8

doi:10.1016/j.injury.2009.09.007

Injury
Volume 41, Issue 3 , Pages 300-305, March 2010