Bio-Medical Materials and Engineering 25 (2015) DOI /BME IOS Press

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1 Bio-Medical Materials and Engineering 25 (2015) DOI /BME IOS Press The effect of pedicle screw implantation depth and angle on the loading and stiffness of a spinal fusion assembly Alexander Tsouknidas a,b, a Department of Mechanical Engineering, Aristotle University of Thessaloniki, Thessaloniki, Greece b Department of Mechanical Engineering, Frederick University, Nicosia, Cyprus Received 18 February 2014 Accepted 13 April 2015 Abstract. BACKGROUND: The increasing prevalence of spine disorders in industrialized environments has impaired the quality of life in the elder population. In an effort to relieve pain, physicians strive to improve treatment through the consideration of patient specific characteristics during preoperative planning of procedures such as spinal fusion. OBJECTIVE: This study aims at quantifying aspects of spondylodesis to the loading and mobility of the utilized instrumentation, as the use of rigid vs. motion sparing materials as well as implantation angle and depth of the pedicle screws are still subject to controversy among surgeons. METHODS: A fixation assembly was reverse engineered based on µct measurements of the involved instrumentation. Two pedicle screws were connected with a rod, thus representing a mono-segmental fixation device. The pedicle screws were embedded in hexahedral structures simulated by bone properties. Upon validation and verification, the response of the model to a compressive and a torsional load was simulated in ANSYS 14, while altering the implantation depth and insertion angle of the pedicle screws along with the rod material. RESULTS: The mobility of the instrumentation was drastically increased (by up to 390%) when PEEK rods were used in place of traditional Ti ones, a tendency observed at varying extent for all simulated scenarios. Shallow implantation induced a slight stress increase ( 21%) on the implant and a notable distressing of the bony tissue ( 44%), whereas inclined screw positioning was overall beneficial to the developing stress fields in both, with bone profiting a max. stress release of 15% during the application of torsion. CONCLUSIONS: The investigation presented refined insight into the biomechanical response of a spinal fusion device. As expected, rigid fixation seems preferable in fusion oriented instrumentation whereas semi rigid devices should be employed for non-fusion applications. Shallow implantation resulted in a slight posterior offset of the stabilization device, which could be beneficial in the treatment of osteoporotic patients. Keywords: Spine fusion, load transition, stiffness, implantation 1. Introduction Spinal fusion is predominantly used to relieve pain due to abnormal vertebral motion. Next to treatment of degenerative conditions, spine fixation is also considered the preferred approach for the restoration of deformities, i.e. scoliosis [1]. Initial techniques favoured immobilization trough rigid instrumen- * Address for correspondence: Alexander Tsouknidas, Department of Mechanical Engineering, Aristotle University Thessaloniki, 9th floor of Building D, Aristotle Campus, Thessaloniki, Greece. alextso@auth.gr /15/$ IOS Press and the authors. All rights reserved

2 426 A. Tsouknidas / The effect of pedicle screw implantation parameters on a spinal fusion assembly tation. The interspace rigidity provided by these systems, facilitates restoration of extensive congenital and degenerative deformities, but exposes the implants to excessive diurnal loading if no fusion occurs. This renders the fixation device susceptible to rod slippage, screw loosening [2] and eventual failure [3]. Rigid fusion constructs have also been associated to pseudoarthrosis [4] due to stress shielding of interbody joints. Even though, motion preservation techniques have been introduced as a promising alternative, the use of PEEK or Ti rods in posterior fusions devices, still remains a subject to controversy [5]. The use of a semi-rigid rod preserves the integrity of the native disk providing balanced load sharing, thus shielding the instrumentation from failure [6]. Recent studies suggest that motion-sparing stabilization may also promote fusion [7] based on Wolf s law. Clinical practice however, recommends the use of motion sparing systems as adjuncts to fusion treatments, predominantly aiming at relieving intradiscal pressure and off-load intrasegmental facet joints [8]. As the sophistication of fixation systems continues to evolve, their patient specific implementation gains importance. Several studies investigate the interrelation of assembly features such as spacer length [9] and rod material [6] to inter-segmental motion, while Finite Element (FE) models have been successfully employed to addressed the occurring biomechanics of transpedicle screw fixation [10,11]. Certain process parameters however, e.g. implantation angle and depth of the pedicle screws, remain subject to the acting surgeon s discretion, as they have never been investigated in a systematic way. The aim of this study was to quantify the importance of these parameters. The effect of the insertion angle was investigated on the preliminary hypothesis that altering the geometry of the instrumentation would affect the load transfer within the system. Two rod materials (Ti alloy and PEEK) representing a rigid and a motion sparing configuration were simulated during the analysis to evaluate the effect of fixation stiffness on the developing stress field. The implantation depth was considered as the final surgical parameter under investigation. 2. Methods 2.1. Model development A commercial polyaxial pedicle screw (ARMADA Spinal System) with a double lead thread and a provisional locking system was considered as the main component of the stabilization device. This type of implant facilitates spanning of screws over adjacent vertebral levels, at a predefined relative angle within the sagittal plane and their subsequent posterior stabilization through a surgical rod. The simulated configuration followed a similar principle. The as received pedicle screw was reverse engineered by subjecting the implant (pre-operatively) to consecutive micro Computed Tomography (µct) measurements on a Werth TomoScope HV Compact device. Measurements were conducted at a spatial resolution of 10 µm, to digitize its 3D shape and facilitate its analysis in a Finite Element (FE) oriented software. Some features of the implant were considered as redundant for the analysis (i.e. internal immobilization mechanism) as their consideration would increase the complexity and computational effort, without contributing to the bio-realisticity of the model. The implant, some internal details as well as the final 3D model considered during the simulation, is demonstrated in Fig. 1. Each screw was embedded in a cubic geometry imitating vertebral bone. This geometry consisted of three compartments, the first one considering material properties of pedicle, the second one cancellous and the latter one cortical bone. This consideration is important as the pedicles have been reported to carry up to 80% of the load induces by spinal fusion devices [12]. The part of the geometry imitating

3 A. Tsouknidas / The effect of pedicle screw implantation parameters on a spinal fusion assembly 427 Fig. 1. Physical vs. reverse engineered implant geometry (model simplifications). (Colors are visible in the online version of the article; pedicle bone covered 17.8 mm of the pedicle screw [13], the anterior cortical shell was considered to be 1 mm thick [14] and the interposing volume reflected the trabecular structure of the vertebra [15]. The first implantation scenario considered the pedicle screw to be embedded 42 mm deep into the bone matter whereas 10 mm of the screw s body length were revealed during shallow insertion. In either case, the pedicle screw spanned over the cancellous bone part into the anterior cortical shell, thus the bone cube hosting the screw was shortened in the latter implantation scenario. This approach was chosen as pedicle bone and anterior cortical shell (first and third bone compartment) are the main contributors to the implant s anchorage and were therefore considered to maintain a constant length throughout both implantation depth scenarios. This hypothesis was considered critical, as the aim of the study was to

4 428 A. Tsouknidas / The effect of pedicle screw implantation parameters on a spinal fusion assembly Fig. 2. Load magnitude/direction (compression and torsion), boundary condition and relative implantation angle of the pedicle screws considered during the modelled scenarios. (Colors are visible in the online version of the article; /BME ) evaluate the impact of the anterior posterior sift of the stabilization and not its load distributing capacity among bone types. During the simulation, the inferior support was always restricted of any movement and the load applied to the upper body. The response of the system was examined for two typical loading scenarios [16,17]. The first one consisted of a 50 N compressive load, which was applied on the upper fixation device, whereas a second loading scenario examined the biomechanical response of the system to 10 Nm torsion. The centre of rotation was assumed at the intersection of a theoretical line between the dorsal and ventral borders of vertebral body and the widest distance between the lateral borders of the vertebral body. This resulted in an offset of the torque application point, which was considered as a remote load at the upper body of the fixation device. Based on morphological characteristics of the spine available in literature [18], the torque was applied at a 14 mm offset to the sagittal plane, 15 mm one to coronal plane and 12.5 mm to the transverse plane of the outmost implantation point of the upper transpedicle screw (see Fig. 2). The model was simulated in ANSYS 14.0 considering the linear elastic material properties [19] presented in Table Theoretical verification Determining the bio-realisticity of a numerical analysis is of vital importance when assessing the clinical perspective of a trauma. The verification of a FE model is fundamental aspect of the analysis [20], as erroneous predictions may yield catastrophic complications. The verification of the theoretical model was achieved through the generation of a mesh independent FEgrid [21]. Convergence studies, conducted separately on every model entity (pedicle screw, rod etc.),

5 A. Tsouknidas / The effect of pedicle screw implantation parameters on a spinal fusion assembly 429 Table 1 Material properties considered during the simulation Young s modulus [MPa] Poisson s ratio Ref. Cortical bone [25] Cancellous bone [26] Posterior element [27] Titanium [27] Peek [28] indicated the optimum element density in terms of computational efficiency and results accuracy. To avoid element shear locking and hourglassing phenomena during the analysis, second order reduced integration elements were employed throughout the model Model validation There exists a consensus throughout literature that inter-patient variability is a significant limitation of medical FE models. The model was therefore validated against trend values which were experimentally determined. Two pedicle screws were embedded in two PMMA cubes and held together through a Ti rod, imitating a complete (unilateral) fixation assembly. The FE model was then evaluated against several uniaxial compression scenarios within the elastic response of the system. The hierarchy of this validation process emphasizes on the ability of the model to simulate benchmark scenarios [22] fitting the purpose of this study. Based on the foregoing procedure, the developed model is accepted to provide an adequate degree of confidence for a comparative evaluation of the procedure variables involved in spinal fusion. 3. Results The implantation of the pedicle screws at a 10 relative angle, lead to a stress decrease of approximately 10% for the Ti rod compressive scenarios, as illustrated in Fig. 3(a). The use however of PEEK rods significantly increases the mobility of the construct thus changing the loading angle of the pedicle screws which induces a stress increase of up to 15%. The compressive stiffness of the fixation system predominantly depended on the rod material, with the implantation angle having a negligible and the implantation depth a marginable effect on the calculated deformation (see Fig. 3(b)). During the application of torsion, the bone implant interface exhibited notably lower stress values for shallow implantation. This was more pronounced in parallel embedded implants, with the PEEK rods favouring peri-implant stress concentrations, as observed in Fig. 4(a). The range of motion increased drastically for all PEEK based immobilization scenarios in particular for shallow embedded implants where the rotation of the system increased by up to 390%, as shown in Fig. 4(b). This was less pronounced during the use of Ti rods where the stiffness of the system was slightly higher for inclined screw positioning, but comparable for shallow and deep implantation. 4. Discussion There exists a consensus in literature that the anchorage of pedicle screws strongly depends on their implantation depth [23] and thus loosening is favoured by partially embedded screws. Clinical practice

6 430 A. Tsouknidas / The effect of pedicle screw implantation parameters on a spinal fusion assembly Fig. 3. (a) Max. von Mises stress developing on the transpedicle screws and (b) resulting mobility of the system, for all compressive scenarios (implantation depth/angle and rod material dependent). (Colors are visible in the online version of the article; also suggests that optimum anchorage is achieved if the implant spams through the vertebral body into its anterior cortical shell [24]. This has lead physicians to assembly spinal fusion constructs as close to the vertebral column as possible. A similar tendency was observed in this study, as the results indicate that implantation should always be performed as deep as possible in patients with healthy Bone Mineral Density (BMD) values. In these cases the choice of rod material entirely depends on desired rigidity of the immobilized segment. It should however be noted that the use of Ti rods restricts the mobility of the fused segment, while being able to carry a significant portion of the load the instrumented level is subjected to. The investigation, provided refined insight for spinal fusion of osteoporotic patients, as the decreased BMD would render individual bone struts susceptible to fracture at lower stress values than in healthy patients. Therefore shallow implantation might be preferable in osteoporotic patients as the reduced stress concentrations in the bone implant interface could contribute towards the long term stability of the implant. This effect was observed for parallel and inclined screw positioning, with the rod stiffness

7 A. Tsouknidas / The effect of pedicle screw implantation parameters on a spinal fusion assembly 431 Fig. 4. (a) Max. von Mises stress developing on the vertebral bone and (b) resulting rotational mobility of the system, for all torsional scenarios (implantation depth/angle and rod material dependent). (Colors are visible in the online version of the article; having a pronounced effect on the mobility of the system. This is expected to drastically affect the intradiscal pressure within the immobilized segment and therefore inclined positioned implants, connected with PEEK rods, could result in hyper-physiological loading of a degenerated disc, potentially further disturbing the balance of a pathological disc s matrix under prolonged exposure. This should however be taken into account while considering clinical practice, suggesting that a longer pedicle screw could provide both, proper anchorage and stress relief in the bone implant interface. The considerable variations observed in the flexibility of stabilization devices, utilizing different rod materials, suggest that a rigid fixation (e.g. Ti rods) should be used for fusion of a spine segment whereas motion-sparing stabilization is preferable for non-fusion applications [8]. Acknowledgements The author would like to acknowledge that this investigation was funded by the General Secretariat for Research and Technology of Greece under grant agreement PE8(3227) and thank BETA CAE Systems SA for providing him with the CAE pre-processor ANSA, used during surface and volume meshing of the model.

8 432 A. Tsouknidas / The effect of pedicle screw implantation parameters on a spinal fusion assembly References [1] S.S. Rajaee, H.W. Bae, L.E. Kanim and R.B. Delamarter, Spinal fusion in the united states: Analysis of trends from 1998 to 2008, Spine 37(1) (2012), [2] K.J. Cho, S.I. Suk, S.R. Park, J.H. Kim, S.B. Kang, H.S. Kim and S.J. Oh, Risk factors of sagittal decompensation after long posterior instrumentation and fusion for degenerative lumbar scoliosis, Spine 35(17) (2012), [3] M. Wedemeyer, S. Parent, A. Mahar, T. Odell, T. Swimmer and P. Newton, Titanium versus stainless steel for anterior spinal fusions: An analysis of rod stress as a predictor of rod breakage during physiologic loading in a bovine model, Spine 32 (2007), [4] R.C. Huang, F.P. Girardi, M.R. Lim and F.P. Cammisa, Advantages and disadvantages of nonfusion technology in spine surgery, Orthop. Clin. North Am. 36(3) (2005), [5] D.K. Sengupta and H.N. Herkowitz, Pedicle screw-based posterior dynamic stabilization: Literature review, Adv. Orthop (2012), Article ID [6] L. Qi, M. Li, S. Zhang, J. Xue and H. Si, Comparative effectiveness of PEEK rods versus titanium alloy rods in lumbar fusion: A preliminary report, Acta Neurochir. 155(7) (2013), [7] M. Moumene and P. Afshari, Biomechanical comparison of rigid vs. semi-rigid rods in spinal fusion constructs, in: EuroSpine 2011, Milan, Italy, October 2011, [8] C.Y. Barrey, R.K. Ponnappan, J. Song and A.R. Vaccaro, Biomechanical evaluation of pedicle screw-based dynamic stabilization devices for the lumbar spine: A systematic review, SAS Journal 2(4) (2008), [9] C.A. Niosi, Q.A. Zhu, D.C. Wilson, O. Keynan, D.R. Wilson and T.R. Oxland, Biomechanical characterization of the three-dimensional kinematic behaviour of the dynesys dynamic stabilization system: An in vitro study, Eur. Spine J. 15(6) (2008), [10] A. Faizan, V.K. Goel, A. Biyani, S.R. Garfin and C.M. Bono, Adjacent level effects of bi level disc replacement, bi level fusion and disc replacement plus fusion in cervical spine A finite element based study, Clin. Biomech. 27(3) (2012), [11] A. Rohlmann, N.K. Burra, T. Zander and G. Bergmann, Comparison of the effects of bilateral posterior dynamic and rigid fixation devices on the loads in the lumbar spine: A finite element analysis, Eur. Spine J. 16(8) (2007), [12] J.N. Weinstein, B.L. Rydevik and W. Rauschning, Anatomic and technical considerations of pedicle screw fixation, Clin. Orthop. Relat. Res. 284 (1992), [13] S.G. López, E.U. Vega, O. De la Garza Castro and R.E.E. Omaña, Morphometry of pedicle and vertebral body in a mexican population by CT and fluroscopy, Int. J. Morphol. 27(4) (2009), [14] W.T. Edwards, Y. Zheng, L.A. Ferrara and H.A. Yuan, Structural features and thickness of the vertebral cortex in the thoracolumbar spine, Spine 26(2) (2001), [15] A. Tsouknidas, G. Maliaris, S. Savvakis and N. Michailidis, Anisotropic post-yield response of cancellous bone simulated by stress strain curves of bulk equivalent structures, Comput. Methods Biomech. Biomed. Engin. (2013). doi: / [16] M.M. Panjabi, T.R. Oxland, I. Yamamoto and J.J. Crisco, Mechanical behavior of the human lumbar and lumbosacral spine as shown by three-dimensional load displacement curves, J. Bone Joint Surg. Am. 76 (1994), [17] A. Tsouknidas, N. Michailidis, S. Savvakis, K. Anagnostidis, K.D. Bouzakis and G. Kapetanos, A finite element model technique to determine the mechanical response of a lumbar spine segment under complex loads, J. Appl. Biomech. 28(4) (2012), [18] H.J. Wilke, A. Kettler, K.H. Wenger and L.E. Claes, Anatomy of the sheep spine and its comparison to the human spine, Anat. Rec. 247(4) (1997), [19] M.F. Gornet, F.W. Chan, J.C. Coleman, B. Murrell, R.P. Nockels, B.A. Taylor, T.H. Lanman and J.A. Ochoa, Biomechanical assessment of a PEEK rod system for semi-rigid fixation of lumbar fusion constructs, J. Biomech. Eng. 133(8) (2011), [20] M. Viceconti, S. Olsen, L.P. Nolte and K. Burton, Extracting clinically relevant data from finite element simulations, Clin. Biomech. 20 (2005), [21] A. Tsouknidas, S. Savvakis, Y. Asaniotis, K. Anagnostidis, A. Lontos and N. Michailidis, The effect of kyphoplasty parameters on the dynamic load transfer within the lumbar spine considering the response of a bio-realistic spine segment, Clin. Biomech. 28(9,10) (2013), [22] A. Erdemir, S. McLean, W. Herzog and A.J. van den Bogert, Model-based estimation of muscle forces exerted during movements, Clin. Biomech. 22(2) (2007), [23] Z. Wu, S.A. Nassar and X. Yang, Pullout performance of self-tapping medical screws, J. Biomech. Eng. 133(11) (2011), [24] S.R. Kantelhardt, C.H. Bock, J. Larsen, V. Bockermann, W. Schillinger, V. Rohde and A. Giese, Intraosseous ultrasound in the placement of pedicle screws in the lumbar spine, Spine 34(4) (2009),

9 A. Tsouknidas / The effect of pedicle screw implantation parameters on a spinal fusion assembly 433 [25] E.C. Teo and K.K. Lee, An accurately represented finite element model of lumbar motion segment (L2 L3), in: Proc. Int. Conf. Biomedical Engineering, 2002, pp [26] V.K. Goel, Y.E. Kim, H. Lim and J.N. Weinsten, An analytical investigation of the mechanics of spinal instrumentation, Spine 13 (1988), [27] D.J. Maiman, S. Kumaresan, N. Yoganandan and F.A.F.A. Pintar, Biomechanical effect of anterior cervical spine fusion on adjacent segments, Biomed. Mater. Eng. 9 (1999), [28] S. Vadapalli, K. Sairyo, V.K. Goel, M. Robon, A. Biyani, A. Khandha and N.A. Ebraheim, Biomechanical rationale for using polyetheretherketone (PEEK) spacers for lumbar interbody fusion A finite element study, Spine 31(26) (2006), E992 E998.

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