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Research ArticleBiomechanics

Effect of Sacropelvic Hardware on Axis and Center of Rotation of the Sacroiliac Joint: A Finite Element Study

Matteo Panico, Ruchi D. Chande, David W. Polly, Derek P. Lindsey, Tomaso M.T. Villa, Scott A. Yerby, Marco Brayda-Bruno and Fabio Galbusera
International Journal of Spine Surgery December 2022, 8387; DOI: https://doi.org/10.14444/8387
Matteo Panico
1 IRCCS Istituto Ortopedico Galeazzi, Milan, Italy
2 Department of Chemistry, Materials and Chemical Engineering, “Giulio Natta”, Politecnico di Milano, Milan, Italy
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Ruchi D. Chande
3 SI-BONE, Inc., Santa Clara, CA, USA
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David W. Polly
4 Department of Orthopaedic Surgery, University of Minnesota, Minneapolis, USA
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Derek P. Lindsey
3 SI-BONE, Inc., Santa Clara, CA, USA
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Tomaso M.T. Villa
1 IRCCS Istituto Ortopedico Galeazzi, Milan, Italy
2 Department of Chemistry, Materials and Chemical Engineering, “Giulio Natta”, Politecnico di Milano, Milan, Italy
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Scott A. Yerby
3 SI-BONE, Inc., Santa Clara, CA, USA
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Marco Brayda-Bruno
1 IRCCS Istituto Ortopedico Galeazzi, Milan, Italy
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Fabio Galbusera
5 Spine Center, Schulthess Clinic, Zurich, Switzerland
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  • For correspondence: fabio.galbusera@kws.ch
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  • Figure 1
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    Figure 1

    The 4 configurations of the instrumentation in the sacropelvic region: (A) pedicle screw fixation (PED); (B) posterior fixation and S2 alar-iliac fixation (S2AI); (C) same as (B) bilaterally supplemented by a triangular titanium implant placed in a sacro-alar-iliac trajectory (IFSAI); (D) same as (B) supplemented by 2 bilateral laterally placed triangular titanium implants (IFL). Rods not shown.

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    Figure 2

    Predicted ranges of motion (ROM) of the sacroiliac joint of the intact model in flexion-extension (left) and displacements of the sacrum in flexion and extension (right), as compared with data from in vitro experiments.7

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    Figure 3

    Qualitative axis of rotation (line drawn) in the frontal plane of the sacrum and center of rotation (point) in the sagittal plane of the sacrum for 5 loading values (0, 1.5, 3.4, 5.1, 7.5 Nm) in extension for the intact model.

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    Figure 4

    Qualitative axis of rotation (line drawn) in the frontal plane of the sacrum and center of rotation (point) in the sagittal plane of the sacrum for 5 loading values (0, 1.5, 3.4, 5.1, 7.5 Nm) in flexion for the intact model.

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    Figure 5

    Qualitative axis of rotation (line drawn) in the frontal plane of the sacrum and center of rotation (point) in the sagittal plane of the sacrum for the 5 configurations: intact (INT), pedicle screws (PED), S2 alar-iliac screws (S2AI), bilateral S2AI and triangular implants inserted bilaterally in a sacral alar-iliac trajectory (IFSAI), bilateral S2AI and 2 bilateral triangular implants inserted in a lateral trajectory(IFL) in extension for the last step (7.5 Nm).

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    Figure 6

    Qualitative axis of rotation (line drawn) in the frontal plane of the sacrum and center of rotation (point) in the sagittal plane of the sacrum for the 5 configurations: intact (INT), pedicle screws (PED), S2 alar-iliac screws (S2AI),bilateral S2AI and triangular implants inserted bilaterally in a sacral alar-iliac trajectory (IFSAI), bilateral S2AI and 2 bilateral triangular implants inserted in a lateral trajectory (IFL) in flexion for the last step (7.5 Nm).

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    Table 1

    Finite element modeling of the ligaments of the sacroiliac joint.

    LigamentStiffness, N/mmNo. of ElementsReferences
    Anterior longitudinal7003/Vertebral body 28,29
    Anterior superior iliac70010 (×2) 28,29
    Posterior short sacroiliac40010 (×2) 28,29
    Posterior long sacroiliac10004 (×2) 28,29
    Pubic50010 30
    Iliolumbar10004 (×2) 30
    Interosseous28004 (×2) 28,29
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    Table 2

    Finite element modeling of the ligaments of the thoracolumbar spine (from calibration against Cook et al31).

    LigamentStiffness, N/mmNo. of Elements
    Anterior longitudinal3–30a 3
    Posterior longitudinal3–30a 3
    Flaval3–90a 3
    Capsular500–2000a 10
    Supraspinous1400a 4
    Interspinous3–21a 3
    • ↵a Depending on the local gray value in the computed tomography image.

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    Table 3

    Ranges of motion (in °) of the intact model, compared with data from experimental studies available in the literature and obtained under the same loading conditions. SDs of the literature data are reported in parentheses.

    LevelFlexion-ExtensionLateral BendingAxial Rotation
    ModelLiteraturea ModelLiteraturea ModelLiteraturea
    L1-L27.38.5 (2.5)7.18 (2.5)6.53 (1.5)
    L2-L37.19.0 (2.0)7.310.5 (3.0)7.04.5 (2.5)
    L3-L48.710.0 (3.0)9.611 (3.0)5.15.5 (3.0)
    L4-L512.112.5 (3.5)10.011 (2.5)3.86 (3.0)
    L5-S113.814.0 (4.0)5.88.5 (2.5)3.24 (2.0)
    SIJ1.21.3 (0.7)0.70.9 (0.4)0.81.2 (0.6)
    • Abbreviation: SIJ, sacroiliac joint.

    • ↵a Source: Cook et al31 for T11-S1 (91 specimens from female donors); Soriano-Baron et al32 for the SIJ (7 donors).

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International Journal of Spine Surgery
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Effect of Sacropelvic Hardware on Axis and Center of Rotation of the Sacroiliac Joint: A Finite Element Study
Matteo Panico, Ruchi D. Chande, David W. Polly, Derek P. Lindsey, Tomaso M.T. Villa, Scott A. Yerby, Marco Brayda-Bruno, Fabio Galbusera
International Journal of Spine Surgery Dec 2022, 8387; DOI: 10.14444/8387

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Effect of Sacropelvic Hardware on Axis and Center of Rotation of the Sacroiliac Joint: A Finite Element Study
Matteo Panico, Ruchi D. Chande, David W. Polly, Derek P. Lindsey, Tomaso M.T. Villa, Scott A. Yerby, Marco Brayda-Bruno, Fabio Galbusera
International Journal of Spine Surgery Dec 2022, 8387; DOI: 10.14444/8387
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Keywords

  • sacropelvic fixation
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  • S2 alar-iliac screws

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