C1-2 hypermobility and its impact on the spinal cord: a finite element analysis

Arpan A. Patel, Jacob K. Greenberg, Michael P. Steinmetz, Sarel Vorster, Edin Nevzati, Alexander Spiessberger

Research output: Contribution to journalArticlepeer-review

3 Scopus citations

Abstract

OBJECTIVE The authors present a finite element analysis (FEA) evaluating the mechanical impact of C1-2 hypermobility on the spinal cord. METHODS The Code_Aster program was used to perform an FEA to determine the mechanical impact of C1-2 hypermobility on the spinal cord. Normative values of Young's modulus were applied to the various components of the model, including bone, ligaments, and gray and white matter. Two models were created: 25° and 50° of C1-on-C2 rotation, and 2.5 and 5 mm of C1-on-C2 lateral translation. Maximum von Mises stress (VMS) throughout the cervicomedullary junction was calculated and analyzed. RESULTS The FEA model of 2.5 mm lateral translation of C1 on C2 revealed maximum VMS for gray and white matter of 0.041 and 0.097 MPa, respectively. In the 5-mm translation model, the maximum VMS for gray and white matter was 0.069 and 0.162 MPa. The FEA model of 25° of C1-on-C2 rotation revealed maximum VMS for gray and white matter of 0.052 and 0.123 MPa. In the 50° rotation model, the maximum VMS for gray and white matter was 0.113 and 0.264 MPa. CONCLUSIONS This FEA revealed significant spinal cord stress during pathological rotation (50°) and lateral translation (5 mm) consistent with values found during severe spinal cord compression and in patients with myelopathy. While this finite element model requires oversimplification of the atlantoaxial joint, the study provides biomechanical evidence that hypermobility within the C1-2 joint leads to pathological spinal cord stress.

Original languageEnglish
Pages (from-to)159-166
Number of pages8
JournalJournal of Neurosurgery: Spine
Volume41
Issue number2
DOIs
StatePublished - Aug 2024

Keywords

  • atlantoaxial instability
  • cervical
  • Ehlers-Danlos syndrome
  • finite element analysis
  • hypermobility

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