Development and initial evaluation of a finite element model of the pediatric craniocervical junction

被引:15
|
作者
Phuntsok, Rinchen [1 ,2 ]
Mazur, Marcus D. [3 ]
Ellis, Benjamin J. [1 ,2 ]
Ravindra, Vijay M. [3 ]
Brookmeyer, Douglas L. [3 ]
机构
[1] Univ Utah, Dept Bioengn, Salt Lake City, UT 84113 USA
[2] Univ Utah, Sci Comp & Imaging Inst, Salt Lake City, UT 84113 USA
[3] Univ Utah, Dept Neurosurg, Primary Childrens Hosp, Div Pediat Neurosurg, 100 Mario Capecchi Dr, Salt Lake City, UT 84113 USA
关键词
pediatric; craniocervical junction; finite element modeling; spinal biomechanics; spine; UPPER CERVICAL-SPINE; MECHANICAL-PROPERTIES; TRANSVERSE LIGAMENTS; VALIDATION; BIOMECHANICS; INSTRUMENTATION; SENSITIVITY; CARTILAGE; RESPONSES; FIXATION;
D O I
10.3171/2015.8.PEDS15334
中图分类号
R74 [神经病学与精神病学];
学科分类号
摘要
OBJECTIVE There is a significant deficiency in understanding the biomechanics of the pediatric craniocervical junction (CCJ) (occiput C2), primarily because of a lack of human pediatric cadaveric tissue and the relatively small number of treated patients. To overcome this deficiency, a finite element model (FEM) of the pediatric CCJ was created using pediatric geometry and parameterized adult material properties. The model was evaluated under the physiological range of motion (ROM) for flexion-extension, axial rotation, and lateral bending and under tensile loading. METHODS This research utilizes the FEM method, which is a numerical solution technique for discretizing and analyzing systems. The FEM method has been widely used in the field of biomechanics. A CT scan of a 13-month-old female patient was used to create the 3D geometry and surfaces of the FEM model, and an open-source FEM software suite was used to apply the material properties and boundary and loading conditions and analyze the model. The published adult ligament properties were reduced to 50%, 25%, and 10% of the original stiffness in various iterations of the model, and the resulting ROMs for flexion-extension, axial rotation, and lateral bending were compared. The flexion-extension ROMs and tensile stiffness that were predicted by the model were evaluated using previously published experimental measurements from pediatric cadaveric tissues. RESULTS The model predicted a ROM within 1 standard deviation of the published pediatric ROM data for flexion extension at 10% of adult ligament stiffness. The model's response in terms of axial tension also coincided well with published experimental tension characterization data. The model behaved relatively stiffer in extension than in flexion. The axial rotation and lateral bending results showed symmetric ROM, but there are currently no published pediatric experimental data available for comparison. The model predicts a relatively stiffer ROM in both axial rotation and lateral bending in comparison with flexion-extension. As expected, the flexion-extension, axial rotation, and lateral bending ROMs increased with the decrease in ligament stiffness. CONCLUSIONS An FEM of the pediatric CCJ was created that accurately predicts flexion-extension ROM and axial force displacement of occiput C2 when the ligament material properties are reduced to 10% of the published adult ligament properties. This model gives a reasonable prediction of pediatric cervical spine ligament stiffness, the relationship between flexion-extension ROM, and ligament stiffness at the CCJ. The creation of this model using open-source software means that other researchers will be able to use the model as a starting point for research.
引用
收藏
页码:497 / 503
页数:7
相关论文
共 50 条
  • [1] Evaluation of the Pediatric Craniocervical Junction on MDCT
    Bertozzi, John Christopher
    Rojas, Carlos Andres
    Martinez, Carlos Rodrigo
    AMERICAN JOURNAL OF ROENTGENOLOGY, 2009, 192 (01) : 26 - 31
  • [2] Biomechanical finite element analysis of the developing craniocervical junction
    Brockmeyer, Douglas L.
    Ellis, Ben
    Phuntsok, Rinchen
    JOURNAL OF NEUROSURGERY, 2018, 128 (04) : 29 - 29
  • [3] Development and Validation of a Pediatric Occipitocervical Junction Finite Element Model: A Biomechanical Comparison
    Mazur, Marcus
    Ravindra, Vijay Mysore
    Mazur, Marcus
    Phunstok, Rinchen
    Ellis, Benjamin
    Brockmeyer, Douglas
    JOURNAL OF NEUROSURGERY, 2015, 123 (02) : A518 - A519
  • [4] Pediatric Craniocervical Junction Injuries
    Junewick, Joseph J.
    AMERICAN JOURNAL OF ROENTGENOLOGY, 2011, 196 (05) : 1003 - 1010
  • [5] PEDIATRIC-PATIENTS WITH ACHONDROPLASIA - CT EVALUATION OF THE CRANIOCERVICAL JUNCTION
    WANG, H
    ROSENBAUM, AE
    REID, CS
    ZINREICH, SJ
    PYERITZ, RE
    RADIOLOGY, 1987, 164 (02) : 515 - 519
  • [6] Occult injury of the pediatric craniocervical junction
    Junewick J.J.
    Meesa I.R.
    Luttenton C.R.
    Hinman J.M.
    Emergency Radiology, 2009, 16 (6) : 483 - 488
  • [7] Finite element modeling to compare craniocervical motion in two age-matched pediatric patients without or with Down syndrome: implications for the role of bony geometry in craniocervical junction instability
    Astin, J. Harley
    Wilkerson, Christopher G.
    Dailey, Andrew T.
    Ellis, Benjamin J.
    Brockmeyer, Douglas L.
    JOURNAL OF NEUROSURGERY-PEDIATRICS, 2021, 27 (02) : 218 - 224
  • [8] The occipitoatlantal capsular ligaments are the primary stabilizers of the occipitoatlantal joint in the craniocervical junction: a finite element analysis
    Phuntsok, Rinchen
    Ellis, Benjamin J.
    Herron, Michael R.
    Provost, Chase W.
    Dailey, Andrew T.
    Brookmeyer, Douglas L.
    JOURNAL OF NEUROSURGERY-SPINE, 2019, 30 (05) : 593 - 601
  • [9] DEVELOPMENT OF A FINITE ELEMENT MODEL OF A PEDIATRIC PELVIS AND MATERIAL PROPERTY ESTIMATION
    Kim, Jong-Eun
    Li, Zuoping
    Ito, Yasushi
    Huber, Christina D.
    Shih, Alan M.
    Soni, Bharat K.
    Yang, King H.
    Eberhardt, Alan W.
    PROCEEDINGS OF THE ASME SUMMER BIOENGINEERING CONFERENCE 2008, PTS A AND B, 2009, : 1109 - 1110
  • [10] Development and evaluation of a finite element truck chassis crash model
    Liu, Yucheng
    INTERNATIONAL JOURNAL OF CRASHWORTHINESS, 2010, 15 (01) : 107 - 113