- Research article
- Open Access
- Open Peer Review
Effects of cord pretension and stiffness of the Dynesys system spacer on the biomechanics of spinal decompression- a finite element study
BMC Musculoskeletal Disorders volume 14, Article number: 191 (2013)
The Dynesys system provides stability for destabilized spines while preserving segmental motion. However, clinical studies have demonstrated that the Dynesys system does not prevent adjacent segment disease. Moreover, biomechanical studies have revealed that the stiffness of the Dynesys system is comparable to rigid fixation. Our previous studies showed that adjusting the cord pretension of the Dynesys system alleviates stress on the adjacent level during flexion. We also demonstrated that altering the stiffness of Dynesys system spacers can alleviate stress on the adjacent level during extension of the intact spine. In the present study, we hypothesized that omitting the cord preload and changing the stiffness of the Dynesys system spacers would abate stress shielding on adjacent spinal segments.
Finite element models were developed for - intact spine (INT), facetectomy and laminectomy at L3-4 (DEC), intact spine with Dynesys system (IntDyWL), decompressed spine with Dynesys system (DecDyWL), decompressed spine with Dynesys system without cord preload (DecDyNL), and decompressed spine with Dynesys system assembled using spacers that were 0.8 times the standard diameter without cord pretension (DecDyNL0.8). These models were subjected to hybrid control for flexion, extension, axial rotation; and lateral bending.
The greatest decreases in range of motion (ROM) at the L3-4 level occurred for axial rotation and lateral bending in the IntDyWL model and for flexion and extension in the DecDyWL model. The greatest decreases in disc stress occurred for extension and lateral bending in the IntDyWL model and for flexion in the DecDyWL model. The greatest decreases in facet contact force occurred for extension and lateral bending in the DecDyNL model and for axial rotation in the DecDyWL model. The greatest increases in ROMs at L2-3 level occurred for flexion, axial rotation and lateral bending in IntDyWL model and for extension in the DecDyNL model. The greatest increases in disc stress occurred for flexion, axial rotation and lateral bending in the IntDyWL model and for extension in the DecDyNL model. The greatest increases in facet contact force occurred for extension and lateral bending in the DecDyNL model and for axial rotation in the IntDyWL model.
The results reveals that removing the Dynesys system cord pretension attenuates the ROMs, disc stress, and facet joint contact forces at adjacent levels during flexion and axial rotation. Removing cord pretension together with softening spacers abates stress shielding for adjacent segment during four different moments, and it provides enough security while not jeopardizes the stability of spine during axial rotation.
Surgical treatment for degenerative spinal disorders consists of decompression and spinal column stabilization . Decompression removes hypertrophyic tissues at the diseased spinal segments that can cause spinal canal stenosis and place pressure on the spinal cord or nerve roots. Extensive decompression, however, increases range of motion (ROM) of spinal column [2, 3]. Therefore, spine instrumentation is used to stop the motion at painful vertebral segment and facilitate bone fusion.
The pedicle rod system had been the gold standard for spinal stabilization for three decades. This rigid fixation system ensures the fusion of the grafted bones and secures the stability of the bridged level. However, the spinal fusion procedure was found to cause abnormal stress on the adjacent segment. The high stiffness of the pedicle rod system was supposed to be implicated with the role in accelerating degenerative changes at the adjacent levels of the spinal column [4–7].
The Dynesys spinal system (Zimmer Spine, Minneapolis, MN, USA), introduced in 1994, is a pedicle screw-based dynamic stabilization system designed to provide dynamic stability to the spinal column and prevent the acceleration of degeneration caused by spinal fusion procedure . This system can reliably stabilize the spine without bone fusion and has shown good clinical results for degenerative spines [9–13]. However, several clinical studies have reported that the Dynesys system does not prevent the acceleration of degeneration at adjacent spinal levels [9, 12, 14–16]. The stiffness of the Dynesys system may be an important factor related to degeneration at adjacent levels [17–19].
Schmolez et al.  reported that the ROM and neutral zone of the adjacent segments were not affected by the Dynesys instrumentation. They also reported that intradiscal pressure at the bridged level decreased during lateral bending, flexion, and extension although intradiscal pressure at the adjacent levels changed relatively little. Shin et al.  used a spring element to simulate the effects of dynamic stabilization devices, and established three models with different dynamic stabilization devices stiffness. The stiffness of the posterior dynamic stabilization device did not affect ROM and intradiscal pressure at adjacent motion segments. Zhang  investigated the effects of implant stiffness on disc loading under compression and suggested that the stiffness of the dynamic stabilization device should be lower than 2,000 N/m to provide a bridged annulus stress akin to the intact spine.
In our previous study we examined the effect of different cord preloads on the Dynesys system  and revealed that high stiffness was related to high preloads of approximately 300 N on the cord. We also demonstrated that preloads as low as 100 N can reduce facet joint contact forces and disc stress at adjacent levels during flexion. Another study  revealed that smaller Dynesys system spacers result in lower stress at adjacent levels during extension, and higher stress during flexion compared to standard size spacers. Diminishing cord preload seems to alleviate adjacent segment disease. However, there is currently no strategy to preserve the stability of the bridged level without concentrated force on the adjacent spinal levels.
To discover how to reduce the stiffness of the Dynesys system without jeopardizing stability, we used finite element (FE) analysis to evaluate the effects of the Dynesys system on the lumbar spine during different moments with and without pretension load. The FE models were simulated degenerative spinal columns that had undergone decompression. ROM, disc stress, and facet joint contact forces were calculated at the bridged level (L3-4) and the adjacent cephalic level (L2-3).
FE model of the lumbar spine and the posterior dynamic stabilization system
We used a validated degenerative FE spinal model consisting of 3-dimensional osseoligamentous L1-L5 vertebrae with a Dynesys system inserted at L3-L4 level. In addition to the osseous vertebrae, the model contained intervertebral discs, endplates, posterior bony elements and all seven ligaments. These intervertebral discs were composed of a ground substance, the annulus fibrosus, and the nucleus pulposus, with 12 double cross-linked fiber layers embedded in the ground substance. The annulus substance was modeled as a hyperelastic material, and the nucleus pulposus was modeled as an incompressible substance because it displayed both solid and liquid viscoelastic charactereristics. To simulate degeneration, the elastic modulus and the Poisson's ratios of the ground substance and the nucleus pulposus were adjusted [24–27] to be in accordance with the study by Umebara et al.  that reported an increase in elastic modulus with disc degeneration. The elastic modulus of the ground substance was simulated using a nonlinear hyperelastic, two-parameter (C10, C01) Mooney-Rivlin solid model. C10 and C01 represent the constants used with the FE software (ANSYS 10; Swanson Analysis, Houston, PA, USA). These constants characterized the deviatoric deformation according to the Mooney-Rivlin solid model for material constants C1 and C2 respectively. The elastic modulus was increased in 10% increments by adjusting C10 and C01 according to an approximate equation for elastic modulus E (E=6(C10+C01) . The initial values for C10 and C01 were 0.42 and 0.105, according to the 3.15 MPa elastic modulus of intact spine reported by Rohlmann et al. . The degenerated disc was validated for each adjustment using FE anaylsis with a motion segment L4-5 model. The ROM of the L4-5 model was compared to those of an in vitro study by Kettler et al. . The modulus for the nucleus pulposus was adjusted according to Ruberte et al.  and was validated by applying a 2,000 N compression force at the top of the L4-5 FE model. The disc annulus stress distribution was compared to values reported in an in vitro study by McMillan et al. . The final modified moduli values are listed at Table 1.
Decompression and stabilization of the lumbar spine
As part of the decompression procedure, a laminectomy was performed by removing the inferior half of the L3 lamina and the superior half of the L4 lamina. The interspinal and supraspinatous ligaments between L3 and L4 were omitted. A facetectomy was performed by removing the medial one fourth portions of the bilateral L3-4 facet joints.
The Dynesys system bridging L3-4 was composed of four conical titanium alloy pedicle screws, two hollow polycarbonate urethane (PCU) spacers, and two polyethylene terephthalate (PET) cords. The pedicle screws and the spacers were modeled using eight-node solid elements. The cords were modeled using a two-node tension-only link element. The pedicle screws and the vertebrae were firmly connected to each other. The Dynesys system material properties used in the FE models are detailed in Table 2. Models were also constructed for spacers with diameters of 0.8 times the standard spacers diameters. In total we constructed six models for testing: an intact spine (INT), a spine undergoing laminectomy and facetectomy with resection of the bilateral medial 25% of the facet joints and division of the supraspinous and interspinous ligaments (DEC), an intact spine implanted with the Dynesys system with pretension loading on the cord (IntDyWL), a decompressed spine implanted with the Dynesys system with pretension loading on the cord (DecDyWL), a decompressed spine implanted with the Dynesys system without cord pretension (DecDyNL), and a decompressed spine implanted with the Dynesys system without cord pretension using spacers of 0.8 times the standard diameter (DecDyNL0.8). The Dynesys system and the FE models of the spine with and without the Dynesys system are illustrated in Figure 1.
Boundary and loading conditions
With the lumbar FE spine model constrained at the bottom of the fifth vertebra, the first step of loading was applying 300 N preload to the cords for the IntDyWL and DecDyWL models. The second step of loading was applying to all of the models with 150 N preload on the top of the first vertebra perpendicular to the endplate . The third step of loading was applying four pure moments (i.e., flexion, extension, left axial torsion and left lateral bending) to the top of the vertebrae for all of the spinal models. The hybrid method demonstrated by Panjabi  was used to comprehensively evaluate the effects on the adjacent spinal level. Increasing pure moments were applied until the total range of motion reached 20 degrees for flexion and lateral bending, 15 degrees for extension, and 8 degrees for axial rotation.
ROM was calculated at the Dynesys system bridging level (L3-4) and the cranial adjacent level (L2-3) for the four different moments. The von Mises stress for the disc annulus fibrosis and the facet joint contact force at the bridged and cranial adjacent levels were also evaluated.
Range of motion at the bridged level
ROM increased the most for the DEC model for all four moments due to hypermobility after decompression. In all of the models implanted with the Dynesys system, the ROM decreased dramatically due to the restricting effect of the implant. The DecDyNL0.8 model showed the smallest decreases in ROM during flexion (-58.96%) and lateral bending (-32.48%) compared to the INT model. The IntDyWL model showed the smallest decrease in ROM during extension (-20.47%), but it displayed the largest decreases in ROM during axial rotation (-12.20%) and lateral bending (-45.87%) compared to the INT model. The largest decreases in ROM from the INT model occurred for the DecDyWL model during flexion (-83.46%) and for the DecDyNL model during extension (-35.91%). It is noteworthy that the DecDyNL model and the DecDyNL0.8 model increased in ROM compared to the INT model (3.90% and 3.41%, respectively) during axial rotation (Table 3).
Range of motion at the adjacent cranial level
In contrast to the bridged level, the greatest increases in ROM at the adjacent cranial level occurred for the IntDyWL model during flexion (26.18%), left rotation (4.57%) and lateral bending (13.92%) compared to the INT model. The greatest increase in ROM for the DecDyWL model occurred during extension (10.23%). Without the effect of the Dynesys system at L3-4, the ROM for the DEC model increased the least during axial rotation (0%) and lateral bending (0%), and it decreased during flexion (-3.86%) and extension (-11.40%).
Disc annulus stress at the bridged level
Disc stress for the DEC model increased during flexion, extension, and lateral bending because of decompression at this level. However, for the models implanted with the Dynesys system, the disc stress decreased during the same three moments due to shielding by the Dynesys system. The DecDyNL and DecDyNL0.8 models showed the smallest decrease in disc stress during flexion (-40.86% and -40.88%, respectively, compared with the INT model). The DecDyWL model showed the smallest decrease in disc stress during extension (-9.96%) and lateral bending (-29.46%), and it showed the largest decrease in disc stress during flexion (-53.89%). The DecDyNL showed the largest decrease in disc stress during both extension (-15.71%) and lateral bending (-36.51%), and it showed the smallest increase in disc stress during axial rotation (6.93%). However, the two Dynesys system models loaded with cord pretension (i.e., IntDyWL and DecDyWL) showed greater disc stress than the INT model (40.32% and 63.70%, respectively) during axial rotation (Figure 2A).
Disc annulus stress at the adjacent cranial level
Compared to the INT model, disc stress at the adjacent cranial level increased for all of the models implanted with the Dynesys system for all four moments, except for the DecDyNL (-2.26%) and DecDyNL0.8 (-2.34%) models during axial rotation. The IntDyWL model showed the greatest increase in disc stress during flexion (34.51%), axial rotation (4.52%) and lateral bending (20.67%), and the DecDyNL model sustained the highest stress during extension (11.00%) compared with the INT model. The DEC models without the Dynesys system at L3-4 showed the smallest increase in disc stress during extension (0.13%) and lateral bending (0.18%), and it showed the largest decrease disc stress during flexion (-5.22%) and axial rotation (-6.15%) at the adjacent cranial level (Figure 2B).
Facet joint contact force at the bridged level
During flexion, only the IntDyWL model showed sustained facet contact force (7.32 N). For the decompressed spine and spine implanted with the Dynesys system, facet contact force decreased markedly during extension, with the greatest contact force occurring for the DEC (109.61 N) and the smallest contact force occurring for the DecDyNL model (13.24 N). During rotation to the left, only the right facet joints bore contact force. During lateral bending, the left facet joints bore more contact force than the right facet joints. During axial rotation, the IntDyWL model bore the greatest contact force (123.06 N, right side), and the DecDyWL model bore the least contact force (102.52 N, right side). During lateral bending, the IntDyWL model bore the greatest contact force (35.81 N, left side) and the DecDyNL model bore the least contact force (11.8 N, left side) (Table 3).
Facet joint contact force at the adjacent cranial level
The DEC model sustained the least contact force during extension (67.85 N), axial rotation (102.47 N, right side), and lateral bending (15.14 N, left side). The DecDyNL model bore the most contact force during extension (104.66 N) and lateral bending (18.34 N). The IntDyWL model bore the greatest contact force during axial rotation (124.72 N) (Table 3).
The detail results for ROM, disc annulus stress, and facet contact forces are presented in Table 2. During flexion, the facet joints bore no contact force, thus the discs completely sustaining the stress from the preload and the flexion movement. The von Mises stress at the L2-3 disc annulus illustrated in Figure 3 demonstrated the distribution of stress.
We expected the Dynesys system to provide stability to the destabilized spine and preserve bridged level joint motion. Several clinical reports, however, have shown that adjacent disc disease did not decrease in patients treated implanted with the Dynesys system [9, 13, 15, 16]. Biomechanical studies have shown that disc stress at adjacent levels is still high, even implanted with the Dynesys system stabilizing the spine [18, 21, 24]. These studies also indicate that the high stiffness of the Dynesys system itself may be a major contributing factor to disc stress. Our previous study implanted with the Dynesys system  demonstrated that reducing the preload on the cord can alleviate stress of the disc and improve ROM at the adjacent levels during flexion. In a subsequent study, we changed the stiffness of the spacers by altering their diameter , and showed that spacers with smaller diameters reduce disc stress and ROM at adjacent levels during extension. In the present study, we used FE models to compare Dynesys systems with and without preload of the cord, using either standard (6.0 mm) or smaller (4.8 mm) diameter spacers to determine whether changing the preload on the cord and the stiffness of the spacer can reduce stress concentration at adjacent levels.
Results from decompressed spine
In our study, the decompressed spine, showed the greatest increase in ROM at L3-4 from the INT model during extension, followed by flexion, axial rotation and lateral bending. This finding is in a accordance with those of Okawa et al.  and Bresnahan et al. , but it differs from that of Abumi et al. , who observed that facectectomy with division of the supraspinous and interspinous ligaments affected flexion stability, but not extension and lateral bending. The in vitro studies from Niosi et al.  and Panjabi et al.  using decompressed spine specimens, however, show that the ROM increases for all four moments, further supporting our findings.
The greatest increase in disc stress at L3-4 from the INT model occurred during extension, followed by flexion, axial rotation and lateral bending. This result is in agreement with experimental findings by Rao et al.  and Cunningham et al. . Furthermore, an in vitro experiment conducted by Haher et al.  demonstrated that with the destruction of the facets, axial loads are transferred to the anterior annulus and anterior longitudinal ligament. This could explain why the disc annulus stress at this level for the facetectomy model increased compared to the INT model.
In agreement with Kiapour et al. , the greatest decrease in facet joint contact force from the INT model occurred at L3-4 during extension, followed by axial rotation and lateral bending. We observed that the facet joints sustained more contact force on their right sides during axial rotation and sustained more contact force on their left sides during lateral bending. This finding is in agreement with the results of Kuo et al. . According to the report by Serhan et al. , the articular surfaces of the facets come into contact during extension, limiting rotation and increasing the compressive load. The facets eventually contact unilaterally during axial rotation, whereas the joint opens during flexion. Hence, as we observed, there should be no contact force at the bridged level facet joint during flexion, as in the current study.
For L2-3, ROM decreased during flexion and extension, but was nearly the same during axial rotation and lateral bending. Disc stress decreased during flexion, extension and axial rotation and increased slightly during lateral bending. Facet joint contact force decreased during extension and axial rotation and increased slightly during lateral bending. The performance of the DEC model at L2-3 compensated for the instability at L3-4. The changes in ROM were more obvious in the sagittal plane than in the transverse and frontal planes; however, the changes in disc stress and facet contact forces were more obvious during extension and axial rotation. These results are similar to, but not in complete agreement, with the report by Zander et al. , where the disc stress adjacent to the decompressed level decreased slightly for forward bending when a two-level laminectomy was performed, but remained the same when a single-level laminectomy was performed. Even so, the facet joint forces adjacent to the decompressed level are barely affected by the extent of decompression. The differences between these two studies may be attributed to the hybrid method used in our study. In addition, the disc adjacent to the decompressed level was not assumed to be degenerate in the study by Zander et al., but it was set as degenerate in our study.
Spinal models implanted with the dynesys system with cord pretension
For the Dynesys system with cord pretension, ROM at L3-4 for the IntDyWL and DecDyWL models decreased markedly during flexion, extension, axial rotation and lateral bending due to shielding from the cord strain and the stiffness of the spacer. The decompressed model further decreased at the sagittal plane due to increased cord strain . Disc stress at the bridged level decreased during flexion, extension and lateral bending, but it increased obvious during axial rotation due to the effect of cord pretension and diminished resistance to axial rotation caused by the Dynesys system, as mentioned previously by Rohlmann et al. . The decompressed model changed even further. Facet joint contact force at the bridged level for the IntDyWL model increased during flexion, axial torsion and lateral bending but decreased during extension. In contrast, the bridged level facet joint contact force of the decompressed model (DecDyWL) decreased during extension, axial rotation and lateral bending but remained the same during flexion because the facetectomy attenuated the facet load. This supported the findings of Kiapour et al.  and Lee et al. . At L2-3, the greatest increase in ROM and disc stress occurred for the IntDyWL model during flexion, followed by lateral bending, extension and axial rotation. The greatest increase in facet contact force occurred for the DecDyWL model during lateral bending, followed by extension. The greatest increase in facet contact force occurred for the IntDyWL model during axial rotation.
These results revealed that the Dynsys system with cord pretension can stabilize the bridged level, even for decompressed spines. However, ROM, disc stress, and facet contact forces at the adjacent cranial level increased, especially for the INT model during flexion and lateral bending. For decompressed spines, which need implants for stabilization, the effects on the adjacent levels were less obvious than for intact spines.
Spinal models implanted with the dynesys system without cord pretension
For spinal modes implanted with the Dynesys system but without cord pretension, ROM at L3-4 decreased to a lesser extent during flexion and lateral bending, compared with the Dynesys system with cord pretension because the attenuated cord strain preserved the joint motion. The ROM decreased more during extension because there was no cord pretension to overcome the stiffness of the spacer. Moreover, the ROM increased during axial rotation because there was no cord pretension to resist the torque from the axial rotation. This finding is consistent with the results of Panjabi et al.  who demonstrated that StabilimaxNZ, a flexible stabilizer without pretension, does not effectively stabilize the spine during axial rotation. Disc stress at the bridged level also decreased to a lesser extent during flexion, and increased to a lesser extent during axial rotation, compared implanted with the Dynesys system with cord pretension. Disc stress decreased to a greater extent during extension and lateral bending, compared implanted with the Dynesys system with cord pretension. The effect of spacer shielding on disc stress and facet joint contact force was more obvious during extension and lateral bending if there was no cord pretension. Hence, facet contact forces at the bridged levels in the DecDyNL and DecDyNL0.8 models decreased more due to shielding by the spacers during extension and lateral bending, but not during axial rotation. Softening the spacer (0.8× diameter) did not affect flexion, compared implanted with the Dynesys system with cord pretension, but it alleviated the shielding effect caused by the standard spacer by slightly increasing the ROM, disc stress, and facet joint contact force during extension and lateral bending. However, softening the spacer provided very little benefit in terms of ROM, disc stress, and facet joint contact force during axial rotation. Removing cord pretension decreased ROM and disc stress at L2-3 during flexion, axial rotation, and lateral bending compared with the IntDyWL and DecDyWL models. However, removing the cord pretension decreased ROM and disc stress at the adjacent levels during extension because there was no cord pretension to overcome the stiffness of the spacer, even for the softer spacers used in the DecDyNL0.8 model. Facet contact force increased during extension and lateral bending, and decreased during axial rotation in comparison with the IntDyWL and DecDyWL models.
These results demonstrate that removing cord pretension and even further softening the spacers can alleviate disease at adjacent levels by preserving segment motion, disc stress, and facet contact forces at the bridged level during flexion and lateral bending, but not during extension. For decompressed spines, implanting the Dynesys system without cord pretension does not limit ROM during axial rotation compare to the intact spine. However, the ROM is still less than that of decompressed spine without the Dynesys system. Nevertheless, by removing cord pretension and even softening the spacers, the ROM, facet contact force and disc stress preserved more at the bridged level and changed less at the adjacent level, compared with Dynesys system with cord pretension and standard size spacers, except during extension.
There are several limitations in this study. The vertebrae were simplified to be homogeneous and muscle group insertion into the spinal column was ignored. However, these simplifications had very little influence on the biomechanical behavior in comparison with in vitro study . There was also no follower preload applied in the FE models, however, others have suggested that follower preloads result in the same trends for ROM . It is also important to consider that the stiffness of the Dynesys spacers will change with temperature. Due to a lack of reliable data about the behavior of spacers at different temperatures, we used the stiffness of the spacers at 25°C. Moreover, our study did not consider the viscoelastic behavior of PCU and PET or the threads of the pedicle screws. Furthermore, the relationship between the cords and their surrounding spacers was neglected. During movement, there should be friction between the cords and spacers. This friction, however, is too small to influence the results.
This study revealed that laminectomy and facetectomy increase the ROM and disc stress at the bridged level and the Dynesys system constrained the ROM of the decompressed spine. However, the Dynesys system did not preserve joint motion at the bridged level and did not diminish disc stress or facet joint contact force at the adjacent cranial level. Removing cord pretension load improved the ROM, disc stress, and facet joint contact forces at the adjacent levels during flexion and left rotation, but did not improve extension and lateral bending moments. By reducing cord pretension load and softening the spacer stiffness, however, we were able to improve ROM, disc stress, and facet contact force at the adjacent levels for all four moments. In spite of the limited benefit found in the present study, we found that the Dynesys without cord pretension can diminish ROM at adjacent levels, while providing secure stabilization even during axial rotation.
Bridwell KH, Sedgewick TA, O’Brien MF, Lenke LG, Baldus C: The role of fusion and instrumentation in the treatment of degenerative spondylolisthesis with spinal stenosis. J Spinal Disord Tech. 1993, 6 (6): 461-472. 10.1097/00002517-199306060-00001.
Lee CK: Lumbar spinal instability (olisthesis) after extensive posterior spinal decompression. Spine. 1983, 8 (4): 429-433. 10.1097/00007632-198305000-00014.
Johnsson KE, Willner S, Johnsson K: Postoperative instability after decompression for lumbar spinal stenosis. Spine. 1986, 11 (2): 107-110. 10.1097/00007632-198603000-00001.
Lee CK: Accelerated degeneration of the segment adjacent to a lumbar fusion. Spine. 1988, 13 (3): 375-377. 10.1097/00007632-198803000-00029.
Park P, Garton HJ, Gala VC, Hoff JT, McGillicuddy JE: Adjacent segment disease after lumbar or lumbosacral fusion: review of the literature. Spine. 2004, 29 (17): 1938-1944. 10.1097/01.brs.0000137069.88904.03.
Schulte TL, Hurschler C, Haversath M, Liljenqvist U, Bullmann V, Filler TJ, Osada N, Fallenberg EM, Hackenberg L: The effect of dynamic, semi-rigid implants on the range of motion of lumbar motion segments after decompression. Eur Spine J. 2008, 17 (8): 1057-1065. 10.1007/s00586-008-0667-0.
Mulholland RC, Sengupta DK: Rationale, principles and experimental evaluation of the concept of soft stabilization. Eur Spine J. 2002, 11 (2): S198-S205.
Dubois G, de Germay B, Schaerer NS, Fennema P: Dynamic neutralization: a new concept for restabilization of the spine. Lumbar segmental instability. Edited by: Szalski M, Gunzburg R, Pope MH. 1999, Philadelphia: Lippincott Williams & Wilkins, 233-240.
Schaeren S, Broger I, Jeanneret B: Minimum four-year follow-up of spinal stenosis with degenerative spondylolisthesis treated with decompression and dynamic stabilization. Spine. 2008, 33 (18): E636-E642. 10.1097/BRS.0b013e31817d2435.
Schnake KJ, Schaeren S, Jeanneret B: Dynamic stabilization in addition to decompression for lumbar spinal stenosis with degenerative spondylolisthesis. Spine. 2006, 31 (4): 442-449. 10.1097/01.brs.0000200092.49001.6e.
Silvestre MD, Lolli F, Bakaloudis G, Parisini P: Dynamic stabilization for degenerative lumbar scoliosis in elderly patients. Spine. 2010, 35 (2): 227-234. 10.1097/BRS.0b013e3181bd3be6.
Welch WC, Cheng BC, Awad TE, Davis R, Maxwell JH, Delamarter R, Wingate JK, Sherman J, Macenski MM: Clinical outcomes of the Dynesys dynamic neutralization system: 1-year preliminary results. Neurosurg Focus. 2007, 22 (1): E8-
Wurgler-Hauri CC, Kalbarczyk A, Wiesli M, Landolt H, Fandino J: Dynamic neutralization of the lumbar spine after microsurgical decompression in acquired lumbar spinal stenosis and segmental instability. Spine. 2008, 33 (3): E66-E72. 10.1097/BRS.0b013e31816245c0.
Kumar A, Beastall J, Hughes J, Karadimas EJ, Nicol M, Smith F, Wardlaw D: Disc changes in the bridged and adjacent segments after Dynesys dynamic stabilization system after two years. Spine. 2008, 33 (26): 2909-2914. 10.1097/BRS.0b013e31818bdca7.
Cakir B, Carazzo C, Schmidt R, Mattes T, Reichel H, Kafer W: Adjacent segment mobility after rigid and semi-rigid instrumentation of the lumbar spine. Spine. 2009, 34 (12): 1287-1291. 10.1097/BRS.0b013e3181a136ab.
Kim CH, Chung CK, Jahng TA: Comparisons of outcomes after single or multilevel dynamic stabilization: effects on adjacent segment. J Spinal Disord Tech. 2011, 24 (1): 60-67. 10.1097/BSD.0b013e3181d4eb44.
Castellvi A, Huang H, Vestgaarden T, Saigal S, Clabeaux DH, Pienkowski D: Stress reduction in adjacent level discs via dynamic instrumentation: a finite element analysis. SAS Journal. 2007, 1 (2): 74-81. 10.1016/S1935-9810(07)70050-6.
Zander T, Rohlmann A, Burra NK, Bergmann G: Effect of a posterior dynamic implant adjacent to a rigid spinal fixator. Clin Biomech. 2006, 21 (8): 767-774. 10.1016/j.clinbiomech.2006.04.001.
Strube P, Tohtz S, Hoff E, Gross C, Perka C, Putzier: Dynamic stabilization adjacent to single-level fusion. Part I. Biomechanical effects on lumbar spinal motion. Eur Spine J. 2010, 19 (12): 2171-2180. 10.1007/s00586-010-1549-9.
Schmoelz W, Huber JF, Nydegger T, Claes L, Wilke HJ: Dynamic stabilization of the lumbar spine and its effects on adjacent segments: an in vitro experiment. J Spinal Disord Tech. 2003, 16 (4): 418-423. 10.1097/00024720-200308000-00015.
Shin DS, Lee K, Kim D: Biomechanical study of lumbar spine with dynamic stabilization device using finite element method. Computer-Aided Design. 2007, 39: 559-567. 10.1016/j.cad.2007.03.005.
Zhang QH, Teo EC: Effect of Dynamic stabilization device stiffness on disc loading under compression. IFMBE Proceedings. 2008, 19: 119-122. 10.1007/978-3-540-79039-6_32.
Liu CL, Zhong ZC, Hsu HW, Shih SL, Wang ST, Hung C, Chen CS: Effect of the cord pretension of the Dynesys dynamic stabilization system on the biomechanics of the lumbar spine. Eur Spine J. 2011, 20 (11): 1850-1858. 10.1007/s00586-011-1817-3.
Shih SL, Chen CS, Lin HM, Huang LY, Liu CL, Huang CH, Cheng CK: Effect of spacer diameter of the Dynesys dynamic stabilization system on the biomechanics of the lumbar spine: a finite element analysis. J Spinal Disord Tech. 2012, 25 (5): E140-E149.
Zhong ZC, Chen SH, Hung C: Load- and displacement controlled finite element analyses on fusion and non-fusion spinal implants. Proc Inst Mech Eng H. 2009, 223 (2): 143-157. 10.1243/09544119JEIM476.
Chen SH, Zhong ZC, Chen CS, Chen WJ, Hung C: Biomechanical comparison between lumbar disc arthroplasty and fusion. Med Eng Phys. 2009, 31 (2): 244-253. 10.1016/j.medengphy.2008.07.007.
Liu CL, Zhong ZC, Shih SL, Hung C, Lee YE, Chen CS: Influence of Dynesys system screw profile on adjacent segment and screw. J Spinal Disord Tech. 2010, 23 (6): 410-417. 10.1097/BSD.0b013e3181b63d89.
Umehara S, Tadano S, Abumi K, Katagiri K, Kaneda K, Ukai T: Effects of degeneration on the elastic modulus distribution in the lumbar intervertebral disc. Spine. 1996, 21 (7): 811-819. 10.1097/00007632-199604010-00007.
Rohlmann A, Zander T, Bergmann G: Effect of total disc replacement with ProDisc on the biomechanical behavior of the lumbar spine. Spine. 2005, 30 (7): 738-743. 10.1097/01.brs.0000157413.72276.c4.
Schmidt H, Heuer F, Simon U, Kettler A, Rohlmann A, Claes L, Wilke HJ: Application of a new calibration method for a three-dimensional finite element model of a human lumbar annulus fibrosus. Clin Biomech. 2006, 21 (4): 337-344. 10.1016/j.clinbiomech.2005.12.001.
Kettler A, Rohlmann F, Ring C, Mack C, Wilke HJ: Do early stages of lumbar intervertebral disc degeneration really cause instability? Evaluation of an in vitro database. Eur Spine J. 2011, 20 (4): 578-584. 10.1007/s00586-010-1635-z.
Ruberte LM, Natarajan RN, Andersson GB: Influence of single-level lumbar degenerative disc disease on the behavior of the adjacent segments–a finite element model study. J Biomech. 2009, 42 (3): 341-348. 10.1016/j.jbiomech.2008.11.024.
McMillan DW, McNally DS, Garbutt G, Adams MA: Stress distributions inside intervertebral discs: The validity of experimental stress profilometry. Proc Inst Mech Eng H. 1996, 210 (2): 81-87.
Yamamoto I, Panjabi MM, Crisco T, Oxland T: Three-D Moments of the Whole Lumbar Spoie and Lumbosacral Joint. Spine. 1989, 14 (11): 1256-1260. 10.1097/00007632-198911000-00020.
Panjabi MM: Hybrid multidirectional test method to evaluate spinal adjacent - level effects. Clin Biomech. 2007, 22 (3): 257-265. 10.1016/j.clinbiomech.2006.08.006.
Okawa A, Shinomiya K, Takakuda K, Nakai O: A cadaveric study on the stability of lumbar segment after partial laminotomy and facetectomy with intact posterior ligaments. J Spinal Disord. 1996, 9 (6): 518-526.
Bresnahan L, Ogden AT, Natarajan RN, Fessler RG: A biomechanical evaluation of graded posterior element removal for treatment of lumbar stenosis: comparison of a minimally invasive approach with two standard laminectomy techniques. Spine. 2009, 34 (1): 17-23. 10.1097/BRS.0b013e318191438b.
Abumi K, Panjabi MM, Kramer KM, Duranceu J, Oxland T, Crisco JJ: Biomechanical evaluation of lumbar spine stability after graded facetectomies. Spine. 1990, 15 (11): 1142-1147. 10.1097/00007632-199011010-00011.
Niosi CA, Zhu QA, Wilson DC, Keynan O, Wilson DR, Oxland TR: Biomechanical characterization of the three-dimensional kinematic behaviour of the Dynesys dynamic stabilization system: an in vitro study. Eur Spine J. 2006, 15 (6): 913-922. 10.1007/s00586-005-0948-9.
Panjabi MM, Henderson G, James Y, Timm P: StabilimaxNZ versus simulated fusion: evaluation of adjacent-Level effects. Eur Spine J. 2007, 16 (12): 2159-2165. 10.1007/s00586-007-0444-5.
Rao RD, Wang M, Singhal P: Intradiscal pressure and kinematic behavior of lumbar spine after bilateral laminotomy and laminectomy. Spine J. 2002, 2 (5): 320-326. 10.1016/S1529-9430(02)00402-3.
Cunningham BW, Kotani Y, McNulty PS, Cappuccino A, McAfee PC: The effect of spinal destabilization and instrumentation on lumbar intradiscal pressure: an in vitro biomechanical analysis. Spine. 1997, 22 (22): 2655-2263. 10.1097/00007632-199711150-00014.
Haher TR, O'Brien M, Dryer JW, Nucci R, Zipnick R, Leone DJ: The role of the lumbar facet joints in spinal stability. Identification of alternative paths of loading. Spine. 1994, 19 (23): 2667-2671.
Kiapour A, Ambati D, Hoy RW, Goel VK: Effect of graded facetectomy on biomechanics of Dynesys dynamic stabilization system. Spine. 2012, 37 (10): E581-E589. 10.1097/BRS.0b013e3182463775.
Kuo CS, Hu HT, Lin RM, Huang KY, Lin PC, Zhong ZC, Hseih ML: Biomechanical analysis of the lumbar spine on facet joint force and intradiscal pressure - a finite element study. BMC Musculoskelet Disord. 2010, 11: 151-10.1186/1471-2474-11-151.
Serhan HA, Varnavas G, Dooris AP, Patwadhan A, Tzermiadianos M: Biomechanics of the posterior lumbar articulating elements. Neurosurg Focus. 2007, 22 (1): E1-
Zander T, Rohlmann A, Klockner C, Bergmann G: Influence of graded facetectomy and laminectomy on spinal biomechanics. Eur Spine J. 2003, 12: 427-434. 10.1007/s00586-003-0540-0.
Rohlmann A, Boustani HN, Bergmann G, Zander T: Effect of a pedicle-screw- based motion preservation system on lumbar spine biomechanics: a probabilistic finite element study with subsequent sensitivity analysis. J Biomech. 2010, 43: 2963-2969. 10.1016/j.jbiomech.2010.07.018.
Lee KK, Teo EC, Qiu TX, Yang K: Effect of facetectomy on lumbar spinal stability under sagittal plane loadings. Spine. 2004, 29 (15): 1624-1631. 10.1097/01.BRS.0000132650.24437.15.
The pre-publication history for this paper can be accessed here:http://www.biomedcentral.com/1471-2474/14/191/prepub
This work was supported by the Grant (NSC 101-2314-B-075 -001 -MY3) from National Science Council.
The authors declare that they have no competing interests.
SL carried out FE analysis and drafted the manuscript. CL participated in study design and clinical discussion. LY and carried out the FE model validation. CH helped to draft the manuscript. CS carried out biomechanical analysis and participated in coordination. All authors read and approved the final manuscript.
Shih-Liang Shih, Chien-Lin Liu contributed equally to this work.
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Shih, S., Liu, C., Huang, L. et al. Effects of cord pretension and stiffness of the Dynesys system spacer on the biomechanics of spinal decompression- a finite element study. BMC Musculoskelet Disord 14, 191 (2013) doi:10.1186/1471-2474-14-191
- Adjacent disc
- Cord pretension
- Finite element analysis