Revised: August 2, 2026
Accepted: November 2, 2026
Published online: November 18, 2026
Processing time: 147 Days and 16.2 Hours
Posterior vertebral column resection (VCR) is an effective procedure for treating severe rigid spinal deformities. However, this technique carries a high risk of nerve injury associated with the surgical approach. Conventional titanium mesh cages are widely used for anterior column support but have several reported dis
To evaluate a VCR modular support system (VCR-MSS) as an anterior-posterior construct for the Indonesian lumbar population.
A 2-stage finite element analysis (FEA) framework was used. First, an ASTM F1717-21 polyethylene block model was used to validate the FEA methodology against mechanical testing of a posterior fixation prototype. Subse
In the preliminary stage, the ASTM-based model supported validation of the FEA methodology against mechanical testing of the posterior fixation prototype. In the main analysis, the VCR-MSS construct demonstrated greater structural stability than the conventional mesh cage construct. Total deformation was reduced from 6.0443 mm to 0.8435 mm under ASTM-based compressive loading and from 0.1100 mm to 0.0687 mm under vertebra-based fle
The VCR-MSS construct demonstrated greater stability and reduced posterior rod mechanical burden through integrated load sharing, suggesting its potential as a reconstruction option following lumbar VCR.
Core Tip: The vertebral column resection modular support system (VCR-MSS) is a morphometry-guided modular implant specifically designed to match Indonesian lumbar anatomy. Using a 2-stage finite element analysis framework comprising an ASTM F1717-21-based model and a vertebra-based model, we demonstrated that the VCR-MSS exhibited lower total deformation than a conventional mesh cage under all loading conditions. In addition, the VCR-MSS reduced the mechanical demand on the posterior rods, indicating more favorable load sharing within the construct. Collectively, these findings suggest that the VCR-MSS functions as an integrated reconstruction system rather than simply as an anterior spacer.
- Citation: Yudistira A, Dradjat RS, Mustamsir E, Choiron MA, Yueniwati Y, Sujuti H, Suyasa IK. Finite element analysis of a novel modular support system for lumbar reconstruction following vertebral column resection. World J Orthop 2026; 17(11): 124459
- URL: https://www.wjgnet.com/2218-5836/full/v17/i11/124459.htm
- DOI: https://dx.doi.org/10.5312/wjo.124459
Lumbar kyphosis, although less common than other spinal deformities, remains a clinically significant condition because of its marked effects on sagittal balance, segmental mobility, and health-related quality of life[1-4]. Patients often present with chronic pain, functional limitations, and progressive sagittal imbalance, which may further restrict daily activities and, in cases of severe deformity, impair cardiopulmonary function[5,6]. The etiology of lumbar kyphosis is multifactorial and includes congenital abnormalities, trauma, infection, and degenerative conditions. However, the clinical severity of the deformity is determined not solely by the magnitude of curvature but also by its rigidity and the degree of compen
In this setting, reconstruction stability depends not only on posterior fixation but also on adequate anterior column support and effective load redistribution across the reconstructed segment. Consequently, implant constructs require rigorous mechanical evaluation, particularly under axial, bending, and distraction loading conditions that reflect phy
Titanium mesh cages remain a common choice for anterior reconstruction after vertebral body resection because of their wide availability, adaptability, and familiarity in surgical practice[16]. Nevertheless, conventional mesh cages have well-recognized mechanical limitations. Previous studies have demonstrated that trimmed cages often fail to conform adequately to adjacent endplates or sagittal alignment, resulting in reduced effective contact area, increased stress con
Evidence from other implant studies further supports the observation that limited cage-endplate conformity contri
From a mechanical perspective, these findings suggest that lumbar reconstruction after PVCR should be evaluated not solely on whether anterior support is present but also on how effectively that support integrates with the posterior construct and how broadly the load is transferred to the vertebral interface. Narrower or poorly matched anterior support may shift a greater proportion of the load to the posterior rods and screws, whereas a broader, more coordinated support system may improve construct stability and reduce mechanically critical stress concentrations[23-25]. These considera
Finite element analysis (FEA) has emerged as a valuable tool for investigating these questions because it enables controlled comparisons of reconstruction strategies under standardized and anatomically relevant conditions[26-28]. Nevertheless, a persistent limitation of spinal reconstruction research is that studies often rely on either simplified con
In the Indonesian context, this issue is also relevant to implant design. Population-specific vertebral morphometry may influence implant fit, endplate coverage, and load transfer, yet implant development is often not explicitly guided by local anatomical data. Accordingly, the present study adopts a morphometry-guided approach to evaluate a novel VCR modular support system (MSS), designed to provide broader anterior support and coordinated anterior-posterior reconstruction. The present work employs a 2-stage finite element framework: First, an ASTM F1717-21-adapted polye
This study represents the first finite element investigation of a morphometry-guided modular reconstruction system specifically developed for lumbar PVCR using anatomical data from the Indonesian population, with evaluation in both ASTM-based and vertebra-specific finite element frameworks.
The present study comprised a preliminary ASTM-based validation study followed by the main comparative mechanical analysis. The preliminary study aimed to verify the suitability of the FEA methodology using a posterior fixation construct prototype assembled in a standardized polyethylene block vertebrectomy model adapted from ASTM F1717-21. Mechanical testing and the corresponding ASTM-based finite element model were performed under identical construct conditions to determine whether the computational model reproduced the overall mechanical behavior[36-38]. This validation step was performed solely to evaluate the reliability of the finite element framework. The novel VCR-MSS construct was not subjected to direct mechanical validation but was subsequently investigated using the validated computational framework.
The main study compared two construct models: A conventional mesh cage construct and the proposed VCR-MSS construct. Two distinct modeling approaches were used. First, an ASTM-based construct model was used to evaluate implant strength under standardized compressive and distraction loading in a controlled mechanical environment. Second, a vertebra-based lumbar finite element model was used to assess the mechanical behavior of the same two constructs under physiological loading conditions. Thus, the preliminary study served as a validation-oriented step preceding the main comparative analysis, whereas the main study assessed both the strength-related behavior of the implant constructs under ASTM-based loading and their stress distribution and structural stability under anatomically contextual physiological loading[39-41].
A finite element construct model adapted from ASTM F1717-21 was developed using polyethylene blocks as standar
For the anatomically contextual model, a vertebra-based finite element model was reconstructed from lumbar com
| Parameter | Mean value (mm) | Design relevance | Application in FEA model |
| ABVH | 28.97 | Reference for anterior body height | Used to define anterior support height |
| PBVH | 29.24 | Reference for posterior body height | Used to adjust posterior construct profile |
| VW | 41.13 | Reference for vertebral width | Used to determine implant footprint width |
| VD | 30.57 | Reference for vertebral depth | Used to determine implant anteroposterior depth |
| PL | 48.96 | Reference for pedicle length | Used to guide pedicle screw length selection |
| PW | 10.56 | Reference for pedicle width | Used to guide pedicle screw diameter selection |
In the main study, two reconstruction assemblies were created within the same modeling framework: A conventional mesh cage with posterior fixation and the VCR-MSS (Figure 1). A schematic illustration of the VCR-MSS implant, de
Material properties were assigned separately to each component category according to the finite element framework used in this study. In the vertebra-based model, material properties were assigned to the bony vertebral structures and implant components to provide an anatomically contextual simulation environment. Soft tissue structures, including the intervertebral discs, spinal ligaments, and paraspinal muscles, were excluded because the study focused on a comparative bio
The conventional mesh cage was estimated to provide approximately 50% endplate coverage based on measurements of a commercially available mesh cage relative to the human lumbar vertebral endplate. By contrast, the proposed implant was designed to provide broader vertebral endplate support, with an estimated coverage of approximately 90% based on lumbar morphometric measurements obtained from the Indonesian study population. This design was intended to maximize anatomical endplate contact while maintaining anatomical compatibility within the finite element models. In the ASTM-based construct model, polyethylene blocks were used as the standardized support medium, whereas the fixation and anterior support components retained their corresponding implant material assignments[21].
For all simulations, materials were assumed to be homogeneous, isotropic, and linearly elastic to maintain consistency across construct groups and enable controlled comparative analysis, a common simplifying assumption in comparative implant-related finite element studies[24,25]. The material properties used in the present study are summarized in Table 2.
| Component | Material | Young’s modulus (MPa) | Poisson’s ratio | Yield strength (MPa) | Model context |
| Polyethylene block | Polyethylene | 690 | 0.46 | 20 | ASTM-based model |
| Cortical bone | Bone | 17000 | 0.30 | 50 | Vertebra-based model |
| Cancellous bone | Bone | 100 | 0.20 | 1.67 | Vertebra-based model |
| Conventional mesh cage | Titanium | 110000 | 0.36 | 793 | Vertebra-based and ASTM-based models |
| Pedicle screws | Titanium | 110000 | 0.36 | 793 | Vertebra-based and ASTM-based models |
| Rods | Titanium | 110000 | 0.36 | 793 | Vertebra-based and ASTM-based models |
| VCR-MSS components | Titanium alloy | 110000 | 0.36 | 793 | Vertebra-based and ASTM-based models |
Interactions between adjacent components were defined using explicit contact pairs within the finite element environ
This approach was used to emphasize comparative construct-level stress distribution and deformation behavior under identical computational conditions rather than to model interface micromotion or frictional slip in detail[24]. Bonded contact assumptions therefore standardized the interface conditions across all reconstruction constructs and facilitated direct biomechanical comparison under equivalent computational settings. Because bonded contact represents a fixed interface without relative sliding or separation, friction coefficients were not assigned in the present finite element model. Accordingly, the study did not separately quantify effective contact surface area, interface pressure distribution, or endplate contact stress. Thus, the contact framework provided a stable and standardized basis for comparing the overall mechanical behavior of the constructs rather than isolating the contributions of individual interface-level mechanisms.
In the ASTM F1717-adapted construct model, boundary and loading conditions were assigned to replicate a simplified, standardized construct-testing environment. The inferior polyethylene block was fully constrained, whereas loading was applied to the superior block through the posterior fixation construct to generate comparative construct-level mechanical responses. For the comparative FEA of the mesh cage and VCR-MSS constructs, both models were analyzed under iden
The vertebra-based finite element model was evaluated using simplified loading conditions adapted from previous lumbar spine finite element studies. The inferior vertebral region was fully constrained, whereas a400-N compressive preload and an 8-Nm pure bending moment were applied to the superior vertebral region to provide a standardized comparative loading framework. Figure 4 shows the boundary and loading conditions for the vertebra-based lumbar reconstruction model under flexion (compressive) and extension (tensile) loading.
All models were meshed using ANSYS Workbench 2025 R2 with a tetrahedral mesh and a global element size of 1 mm. Mesh refinement was applied to mechanically critical regions, including the pedicle screw interface, rod-screw junction, and anterior support region. Mesh convergence was assessed by progressive refinement, with peak von Mises stress and total deformation monitored at predefined critical locations. Convergence was considered achieved when the variation between successive refinements was less than 5%. The same meshing strategy and convergence criterion were applied consistently to all finite element models to ensure comparability among the evaluated constructs.
The primary finite element outcome measures were von Mises stress distribution and total deformation under the applied loading conditions. Von Mises stress was used to determine the magnitude and location of stress concentrations within the implant system, particularly in the posterior fixation system and anterior support. Total deformation was used to assess overall structural displacement as an indicator of construct stability.
A yield-referenced mechanical safety assessment was also performed by comparing the peak von Mises stress with the titanium-alloy yield-strength reference. In the ASTM-based model, this assessment reflected construct-level mechanical behavior under high-demand loading, whereas in the vertebra-based model, it was used to determine whether the im
In the preliminary validation study, the ASTM-based finite element model of the posterior fixation construct under compressive loading showed a maximum total deformation of 13.296 mm and a peak von Mises stress of 1736.2 MPa. Stress was concentrated primarily in the rod segment near the screw-rod junction, identifying this region as the principal mechanical vulnerability of the construct. This finding was consistent with the failure-prone screw region identified experimentally in the preliminary mechanical test, supporting the suitability of the ASTM-based finite element model as a validation-oriented screening tool for identifying critical stress regions under standardized testing conditions.
Compressive loading: Under ASTM-based compressive loading, the VCR-MSS construct demonstrated markedly lower total deformation than the conventional mesh cage construct. Total deformation was 6.0443 mm in the conventional mesh cage construct compared with 0.84345 mm in the VCR-MSS construct. At the component level, anterior component de
For von Mises stress, the conventional mesh cage construct demonstrated a total peak stress of 2035.2 MPa, whereas the VCR-MSS construct demonstrated a total peak stress of 1306.5 MPa. The anterior component showed the highest compo
In the yield-referenced mechanical safety assessment, the anterior-component peak von Mises stress exceeded the titanium-alloy yield-strength reference in both constructs under ASTM-based compressive loading, although anterior stress was slightly lower in the VCR-MSS construct than in the conventional mesh cage construct. By contrast, posterior rod stress remained below the same reference threshold in both constructs and was substantially lower in the VCR-MSS construct. These findings indicate a more favorable posterior mechanical safety profile for the VCR-MSS construct under compressive construct-level loading (Figure 5).
Tensile loading: Under ASTM-based distraction loading, the VCR-MSS construct also demonstrated lower total defor
For von Mises stress, the conventional mesh cage construct demonstrated a total peak stress of 306.09 MPa, with an anterior component stress of 305.07 MPa and rod component stress of 48.211 MPa. In the VCR-MSS construct, total peak stress was 780.77 MPa, with the same peak value identified in the anterior component (780.77 MPa), whereas rod com
In the yield-referenced mechanical safety assessment, the anterior-component peak von Mises stress remained below the yield-strength reference in the conventional mesh cage construct and approached the same threshold in the VCR-MSS construct under tensile loading. However, posterior rod stress remained below the reference threshold in both constructs and was markedly lower in the VCR-MSS construct. Thus, the VCR-MSS construct maintained a more favorable posterior mechanical safety profile under tensile construct-level loading (Figure 6).
Flexion (compressive) loading: Under flexion (compressive) loading, the VCR-MSS construct demonstrated lower total deformation than the conventional mesh cage construct. Total deformation was 0.11004 mm in the conventional mesh cage construct compared with 0.068676 mm in the VCR-MSS construct. At the component level, anterior component de
For von Mises stress, the VCR-MSS construct demonstrated a higher total peak stress than the conventional mesh cage construct under flexion. Total peak stress was 179.19 MPa in the conventional mesh cage construct and 226.26 MPa in the VCR-MSS construct. The anterior component represented the principal stress-bearing region in both constructs, with peak values identical to the total peak stress: 179.19 MPa in the conventional mesh cage construct and 226.26 MPa in the VCR-MSS construct. Rod component stress was substantially lower in both constructs, measuring 19.551 MPa in the conventional mesh cage construct and 22.354 MPa in the VCR-MSS construct. Compared with the titanium-alloy yield-strength reference, peak von Mises stress in both the anterior component and posterior rod remained below the reference thre
Extension (tensile) loading: Under extension (tensile) loading, the VCR-MSS construct again demonstrated lower total deformation than the conventional mesh cage construct. Total deformation was 0.13876 mm in the conventional mesh cage construct compared with 0.053294 mm in the VCR-MSS construct. Anterior component deformation was likewise lower in the VCR-MSS construct, at 0.016659 mm compared with 0.033397 mm in the conventional mesh cage construct. Rod component deformation followed the same pattern as total deformation, with values of 0.13876 mm in the conventional mesh cage construct and 0.053294 mm in the VCR-MSS construct.
For von Mises stress, the VCR-MSS construct demonstrated a lower total peak stress than the conventional mesh cage construct during extension. Total peak stress was 181.19 MPa in the conventional mesh cage construct and 90.754 MPa in the VCR-MSS construct. The anterior component again showed the highest component stress in both constructs, with values of 181.19 MPa in the conventional mesh cage construct and 90.265 MPa in the VCR-MSS construct. Rod component stress remained lower than anterior component stress in both constructs, at 25.019 MPa in the conventional mesh cage construct and 16.935 MPa in the VCR-MSS construct. Compared with the titanium-alloy yield-strength reference, peak von Mises stress in both the anterior component and posterior rod remained below the reference threshold for both con
Across both the ASTM-based and vertebra-based analyses, the VCR-MSS construct consistently demonstrated lower total deformation than the conventional mesh cage construct. Under several loading conditions, the total peak stress was iden
Overall, these findings indicate that the VCR-MSS construct provided greater structural stability than the conventional mesh cage construct, as reflected by consistently lower total deformation across both standardized and anatomically contextual models. However, the pattern of stress redistribution varied according to loading mode and construct region.
This study compared the mechanical performance of a conventional mesh cage construct and the novel VCR-MSS using two complementary analytical environments: A standardized ASTM-based construct model and a vertebra-based lumbar finite element model. The principal finding was that the VCR-MSS construct consistently demonstrated lower total deformation than the conventional mesh cage construct across both models. This pattern was observed under compres
A central mechanical difference between the two constructs appears to be how the load was shared between the anterior component and posterior fixation system. In the conventional mesh cage construct, high anterior component stress was accompanied by substantial rod component deformation, particularly in the ASTM-based compressive model. This pattern suggests that although the mesh cage participated in load bearing, the posterior rod system still carried a substantial proportion of the global displacement demand. By contrast, the VCR-MSS construct markedly reduced both total and rod component deformation, while rod component stress was also substantially lower. These findings suggest that the VCR-MSS construct may improve construct stiffness by reducing posterior mechanical demand and redistri
Component-level analysis is important for understanding why the lower deformation observed in the VCR-MSS construct did not consistently correspond to lower total von Mises stress. Under several loading conditions, the VCR-MSS construct exhibited higher total or anterior component stress than the conventional mesh cage construct. This finding should not necessarily be interpreted as unfavorable mechanical behavior. Rather, it suggests that the VCR-MSS construct may transfer load more directly through the anterior or modular region, producing a more concentrated internal stress pattern while simultaneously limiting global construct motion. The yield-referenced mechanical safety assessment further supports this interpretation. In the vertebra-based model, peak von Mises stress in both the anterior component and posterior rod remained below the titanium-alloy yield-strength reference, indicating that the titanium components remained within the elastic range under physiological loading. In the ASTM-based model, anterior component stress approached or exceeded the same reference under selected loading conditions; however, this finding should be inter
In the ASTM-based model, this load-sharing pattern was particularly evident under compressive loading. Compared with the conventional mesh cage construct, the VCR-MSS construct reduced total deformation from 6.0443 mm to 0.84345 mm and decreased rod component stress from 429.09 MPa to 90.545 MPa. Despite the observed total peak stress, the substantial reduction in rod stress indicates that the posterior fixation system was mechanically protected to a greater degree. From a reconstructive perspective, these findings may indicate favorable mechanical conditions by reducing the mechanical burden on the posterior fixation system and improving immediate construct stability. Although FEA cannot directly predict clinical outcomes such as rod fracture, implant subsidence, or long-term implant survival, lower rod stress and reduced construct deformation may indicate lower mechanical demand on the reconstruction construct, supporting a potential biomechanical advantage of the VCR-MSS over a conventional mesh cage. Standardized ASTM-based finite element studies have shown that such models are useful for construct-level validation and early screening before more anatomically contextual simulations. In the validated ASTM F1717 study, strong agreement between experimental and FEA results was observed in most comparisons, supporting the role of standardized testing frameworks in early implant assessment.
Under distraction loading, the VCR-MSS construct again demonstrated lower total and rod component deformation than the conventional mesh cage construct. The very low rod component stress observed in the VCR-MSS model under distraction further supports the interpretation that the integrated construct reduced the mechanical burden on the posterior fixation system. At the same time, the equivalence of total stress and anterior component stress under this condition indicates that the global stress maximum occurred in the anterior region. This finding further suggests that the anterior component served as the principal stress-bearing region in the VCR-MSS construct during distraction. The vertebra-based model provided additional anatomical context for these findings. Under both flexion and extension, the VCR-MSS construct demonstrated lower total deformation than the conventional mesh cage construct, indicating im
Another notable observation from the present analysis is that under multiple loading conditions, total peak stress was identical to anterior component stress, whereas total deformation was identical to rod component deformation. Mechanically, this finding implies that the anterior component frequently represented the region of global peak stress, whereas the rod component was often the dominant site of global displacement. This pattern helps clarify the functional dis
The present findings are also relevant to the broader issue of subsidence and fixation-related complications following anterior reconstruction. Previous studies have demonstrated that insufficient cage-endplate conformity, smaller support areas, and higher local cage stress are associated with increased stress concentration and a greater propensity for sub
From a methodological perspective, the present study also benefits from the combination of standardized and anatomically contextual models. ASTM-based models offer reproducibility and construct-level comparability, whereas vertebra-based models provide more physiologically relevant insight into motion-dependent stress transfer[33]. Nevertheless, the findings should be interpreted within the context of a computational mechanical investigation. Although the finite element framework was supported by a preliminary ASTM-based validation study using a posterior fixation construct, direct experimental validation of the VCR-MSS implant itself was beyond the scope of the present work. Therefore, the mechanical advantages demonstrated for the VCR-MSS should be regarded as computational predictions that warrant further confirmation through dedicated mechanical testing, cadaveric studies, and future clinical investigations. The preliminary model examined the posterior fixation construct without anterior support as a validation platform, whereas the primary comparative analysis evaluated two anterior reconstruction constructs: A conventional mesh cage and the VCR-MSS. This dual-model strategy is supported by previous studies showing that standardized test configurations remain useful for validation and screening but may not fully capture anatomical load redistribution under more realistic spinal conditions. In addition, the selection of axial preload and bending moment in vertebra-based spinal FEA has commonly been guided by previous mechanical studies using follower-load or physiological-moment concepts, helping to maintain consistency with established loading frameworks[43]. Because bonded contact suppresses interfacial micromotion, the present model may underestimate local slip and endplate contact pressures. Consequently, the findings should be interpreted as comparative construct-level trends rather than direct predictions of implant-endplate interac
The present study should be interpreted within the scope of a comparative FEA evaluating the initial mechanical perfor
Furthermore, validation was performed at the component level using established material properties and previously validated finite element modeling approaches; however, experimental validation of the assembled VCR-MSS construct has not yet been performed. Accordingly, the findings should be regarded as computational evidence supporting the mechanical feasibility of the VCR-MSS concept rather than definitive evidence of its overall mechanical performance. Future studies should include whole-construct mechanical testing, fatigue assessment, and clinical evaluation to further establish the performance and translational potential of the proposed reconstruction system.
The VCR-MSS construct demonstrated a more favorable mechanical profile than the conventional mesh cage construct, primarily through lower total deformation and lower rod component stress under standardized and physiological loading conditions. These findings suggest that the VCR-MSS construct may provide improved load-sharing behavior by preserving anterior structural participation while reducing posterior mechanical demand. Thus, the VCR-MSS appears to function less as a simple anterior spacer and more as an integrated reconstruction system in lumbar PVCR. Future studies should focus on experimental mechanical validation of the proposed VCR-MSS using standardized mechanical testing and cadaveric models, followed by evaluation under cyclic loading conditions to assess long-term mechanical durability. Clinical investigations will subsequently be required to determine the safety, effectiveness, and translational applicability of the proposed implant in patients undergoing PVCR.
| 1. | Yang J, Chen Z, Chen Y, Zhang H, Jia BX, Wang Q, Li G, Wang G. Impact of kyphosis exceeding 30° on lumbar spine in patients with post-traumatic kyphosis. Sci Rep. 2025;15:20970. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 2] [Reference Citation Analysis (0)] |
| 2. | Miyakoshi N, Hongo M, Kobayashi T, Abe T, Abe E, Shimada Y. Improvement of spinal alignment and quality of life after corrective surgery for spinal kyphosis in patients with osteoporosis: a comparative study with non-operated patients. Osteoporos Int. 2015;26:2657-2664. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 22] [Cited by in RCA: 27] [Article Influence: 2.5] [Reference Citation Analysis (0)] |
| 3. | Gasavi Nezhad Z, Gard SA, Arazpour M. The effect of spinal orthoses on pain, kyphosis angle, balance, fall risk, and quality of life in older adults with hyperkyphosis: A systematic review. Assist Technol. 2026;38:108-134. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 2] [Cited by in RCA: 1] [Article Influence: 1.0] [Reference Citation Analysis (0)] |
| 4. | Cirillo Totera JI, Fleiderman Valenzuela JG, Garrido Arancibia JA, Pantoja Contreras ST, Beaulieu Lalanne L, Alvarez-Lemos FL. Sagittal balance: from theory to clinical practice. EFORT Open Rev. 2021;6:1193-1202. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in Crossref: 1] [Cited by in RCA: 28] [Article Influence: 5.6] [Reference Citation Analysis (0)] |
| 5. | Diebo BG, Henry J, Lafage V, Berjano P. Sagittal deformities of the spine: factors influencing the outcomes and complications. Eur Spine J. 2015;24 Suppl 1:S3-15. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 65] [Cited by in RCA: 84] [Article Influence: 7.0] [Reference Citation Analysis (0)] |
| 6. | Roussouly P, Nnadi C. Sagittal plane deformity: an overview of interpretation and management. Eur Spine J. 2010;19:1824-1836. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in Crossref: 440] [Cited by in RCA: 394] [Article Influence: 24.6] [Reference Citation Analysis (2)] |
| 7. | Haldeman PB, Ward SR, Osorio J, Shahidi B. An evidence based conceptual framework for the multifactorial understanding of proximal junctional kyphosis. Brain Spine. 2024;4:102807. [RCA] [PubMed] [DOI] [Full Text] [Cited by in RCA: 7] [Reference Citation Analysis (0)] |
| 8. | Woods GN, Huang MH, Lee JH, Cawthon PM, Fink HA, Schousboe JT, Kado DM. Factors Associated With Kyphosis and Kyphosis Progression in Older Men: The MrOS Study. J Bone Miner Res. 2020;35:2193-2198. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 8] [Cited by in RCA: 16] [Article Influence: 2.7] [Reference Citation Analysis (0)] |
| 9. | Riley MS, Lenke LG, Chapman TM Jr, Sides BA, Blanke KM, Kelly MP. Clinical and Radiographic Outcomes After Posterior Vertebral Column Resection for Severe Spinal Deformity with Five-Year Follow-up. J Bone Joint Surg Am. 2018;100:396-405. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 17] [Cited by in RCA: 38] [Article Influence: 4.8] [Reference Citation Analysis (0)] |
| 10. | Ha AS, Cerpa M, Lenke LG. State of the art review: Vertebral Osteotomies for the management of Spinal Deformity. Spine Deform. 2020;8:829-843. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 1] [Cited by in RCA: 6] [Article Influence: 1.0] [Reference Citation Analysis (0)] |
| 11. | Abdeen K. Efficacy of Titanium Mesh Cages for Anterior Column Reconstruction after Thoracolumbar Corpectomy. Asian Spine J. 2016;10:85-92. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in Crossref: 5] [Cited by in RCA: 4] [Article Influence: 0.4] [Reference Citation Analysis (0)] |
| 12. | Palepu V, Helgeson MD, Molyneaux-Francis M, Nagaraja S. The Effects of Bone Microstructure on Subsidence Risk for ALIF, LLIF, PLIF, and TLIF Spine Cages. J Biomech Eng. 2019;141:031002. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 48] [Cited by in RCA: 45] [Article Influence: 6.4] [Reference Citation Analysis (0)] |
| 13. | Lu T, Gao Z, Li J, Liu N, Wang Y, Liu C, He X. Construction of a new cervical anatomically adaptive titanium mesh cage based on measurements of cervical geometry: A morphological and cadaveric study. Exp Ther Med. 2021;22:1256. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Reference Citation Analysis (0)] |
| 14. | Xu H, Wang X, Han Y, Jiang Y, Wang J, Zhang X, Miao J. Biomechanical comparison of different prosthetic reconstructions in total en bloc spondylectomy: a finite element study. BMC Musculoskelet Disord. 2022;23:955. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 18] [Reference Citation Analysis (0)] |
| 15. | Sun B, Han Q, Sui F, Zhang A, Liu Y, Xia P, Wang J, Yang X. Biomechanical analysis of customized cage conforming to the endplate morphology in anterior cervical discectomy fusion: A finite element analysis. Heliyon. 2023;9:e12923. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 9] [Reference Citation Analysis (0)] |
| 16. | Zhang KR, Yang Y, Ma LT, Qiu Y, Wang BY, Ding C, Meng Y, Rong X, Hong Y, Liu H. Biomechanical Effects of a Novel Anatomic Titanium Mesh Cage for Single-Level Anterior Cervical Corpectomy and Fusion: A Finite Element Analysis. Front Bioeng Biotechnol. 2022;10:881979. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 14] [Reference Citation Analysis (0)] |
| 17. | Wang Y, Zhan Y, Yang H, Guo H, Zhang H, Zhao Q, Hao D, Wang B. A novel anatomic titanium mesh cage for reducing the subsidence rate after anterior cervical corpectomy: a finite element study. Sci Rep. 2021;11:15399. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 12] [Reference Citation Analysis (0)] |
| 18. | Parr WC, Wroe S, Chamoli U, Richards HS, McCurry MR, Clausen PD, McHenry C. Toward integration of geometric morphometrics and computational biomechanics: new methods for 3D virtual reconstruction and quantitative analysis of Finite Element Models. J Theor Biol. 2012;301:1-14. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 79] [Cited by in RCA: 71] [Article Influence: 5.1] [Reference Citation Analysis (0)] |
| 19. | Khuyagbaatar B, Kim K, Kim YH. Recent Developments in Finite Element Analysis of the Lumbar Spine. Int J Precis Eng Manuf. 2024;25:487-496. [DOI] [Full Text] |
| 20. | Beaulieu E, Wise J, Merem I, Comella Z, Afsahi R, Roemer J, Lin M, Sharp R, Cheema TS, Vrionis FD. A Review of Finite Element Analysis in Spine Surgery Decision-Making. J Clin Med. 2026;15:2584. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Reference Citation Analysis (0)] |
| 21. | Jeong BC, Sim O, Lee C. Simulation and validation of spinal construct testing based on ASTM F1717. Front Bioeng Biotechnol. 2025;13:1673061. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Reference Citation Analysis (0)] |
| 22. | Lin HH, Wang JP, Lin CL, Yao YC, Wang ST, Chang MC, Chou PH. What is the difference in morphologic features of the lumbar vertebrae between Caucasian and Taiwanese subjects? A CT-based study: implications of pedicle screw placement via Roy-Camille or Weinstein method. BMC Musculoskelet Disord. 2019;20:252. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in Crossref: 5] [Cited by in RCA: 14] [Article Influence: 2.0] [Reference Citation Analysis (0)] |
| 23. | Bonczar M, Koszewski J, Czarnota W, Dziedzic M, Ostrowski P, Możdżeń K, Murawska A, Hajdyła P, Walocha A, Walocha E, Walocha J, Koziej M. The morphology of the lumbar vertebrae: a systematic review with meta-analysis of 1481 individuals with implications for spine surgery. Surg Radiol Anat. 2024;47:22. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in Crossref: 7] [Cited by in RCA: 7] [Article Influence: 3.5] [Reference Citation Analysis (0)] |
| 24. | Liu J, Gong X, Wang K, Li X, Zhang X, Sun J, Zhu Y, Ai Y, Ren J, Xiu J, Ji W. A comparison of the biomechanical properties of three different lumbar internal fixation methods in the treatment of lumbosacral spinal tuberculosis: finite element analysis. Sci Rep. 2023;13:11354. [RCA] [PubMed] [DOI] [Full Text] [Cited by in RCA: 5] [Reference Citation Analysis (0)] |
| 25. | Ma P, Zhang X, Zong Z, Liu S, Li W, Zhang C. Three-dimensional finite-element analysis of a pedicle screw system combined with a titanium mesh support and fixation in the treatment of L4-5 vertebral tuberculosis. J Orthop Surg (Hong Kong). 2025;33:10225536251399941. [RCA] [PubMed] [DOI] [Full Text] [Cited by in RCA: 1] [Reference Citation Analysis (0)] |
| 26. | Rayudu NM, Subburaj K, Mohan RE, Sollmann N, Dieckmeyer M, Kirschke JS, Baum T. Patient-Specific Finite Element Modeling of the Whole Lumbar Spine Using Clinical Routine Multi-Detector Computed Tomography (MDCT) Data-A Pilot Study. Biomedicines. 2022;10:1567. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in Crossref: 1] [Cited by in RCA: 6] [Article Influence: 1.5] [Reference Citation Analysis (0)] |
| 27. | Liang C, Yang L, Wang Y, Zhang J, Zhang B. Development and validation of a human lumbar spine finite element model based on an automated process: Application to disc degeneration. Biomed Signal Process Control. 2025;105:107547. [DOI] [Full Text] |
| 28. | Ahmadi M, Chen H, Lin M, Biswas D, Doulgeris J, Tang Y, Engeberg ED, Hashemi J, Pires G, Vrionis FD. Streamlined and efficient patient-specific modeling for lumbar spine segmentation and finite element analysis. Sci Rep. 2025;15:35619. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 4] [Reference Citation Analysis (0)] |
| 29. | Kozin M, Ammarullah MI, Yusuf AA, Saudi AU, Azahra SA, Jujur IN, Arrifqi MH, Choiron MA. Finite Element Analysis of Von Mises Stress in External Fixators for Open Tibial Fractures: A Comparative Study of ASTM F1541-02 and Tibia-Based Models in Indonesian Patients. Healthc Technol Lett. 2026;13:e70068. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 1] [Reference Citation Analysis (1)] |
| 30. | Paholpak P, Sirichativapee W, Wisanuyotin T, Kosuwon W, Kasai Y, Murakami H. The most appropriate titanium mesh cage size for anterior spinal reconstruction after single-level lumbar total en bloc spondylectomy: a finite element analysis and cadaveric validation study. J Orthop Surg Res. 2021;16:178. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 3] [Reference Citation Analysis (0)] |
| 31. | Renner SM, Natarajan RN, Patwardhan AG, Havey RM, Voronov LI, Guo BY, Andersson GB, An HS. Novel model to analyze the effect of a large compressive follower pre-load on range of motions in a lumbar spine. J Biomech. 2007;40:1326-1332. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 136] [Cited by in RCA: 178] [Article Influence: 9.4] [Reference Citation Analysis (0)] |
| 32. | Chiang MF, Zhong ZC, Chen CS, Cheng CK, Shih SL. Biomechanical comparison of instrumented posterior lumbar interbody fusion with one or two cages by finite element analysis. Spine (Phila Pa 1976). 2006;31:E682-E689. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 45] [Cited by in RCA: 40] [Article Influence: 2.0] [Reference Citation Analysis (0)] |
| 33. | Wang MC, Kiapour A, Massaad E, Shin JH, Yoganandan N. A guide to finite element analysis models of the spine for clinicians. J Neurosurg Spine. 2024;40:38-44. [RCA] [PubMed] [DOI] [Full Text] [Cited by in RCA: 15] [Reference Citation Analysis (0)] |
| 34. | Liu M, Feng D, Yan X, Zhang M, Li Z. Clinical and biomechanical outcomes of single-position anterior fixation in anterior lumbar interbody fusion. BMC Surg. 2026;26:195. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Reference Citation Analysis (0)] |
| 35. | Wang R, Wu Z. Recent advancement in finite element analysis of spinal interbody cages: A review. Front Bioeng Biotechnol. 2023;11:1041973. [RCA] [PubMed] [DOI] [Full Text] [Cited by in RCA: 12] [Reference Citation Analysis (0)] |
| 36. | Wang X, Xu H, Han Y, Wu J, Song Y, Jiang Y, Wang J, Miao J. Biomechanics of artificial pedicle fixation in a 3D-printed prosthesis after total en bloc spondylectomy: a finite element analysis. J Orthop Surg Res. 2021;16:213. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 13] [Reference Citation Analysis (0)] |
| 37. | Dong E, Shi L, Kang J, Li D, Liu B, Guo Z, Wang L, Li X. Biomechanical characterization of vertebral body replacement in situ: Effects of different fixation strategies. Comput Methods Programs Biomed. 2020;197:105741. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 12] [Cited by in RCA: 28] [Article Influence: 4.7] [Reference Citation Analysis (0)] |
| 38. | Han Y, Wang X, Wu J, Xu H, Zhang Z, Li K, Song Y, Miao J. Biomechanical finite element analysis of vertebral column resection and posterior unilateral vertebral resection and reconstruction osteotomy. J Orthop Surg Res. 2021;16:88. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 12] [Reference Citation Analysis (0)] |
| 39. | Nevzati E, Kemp OA, Rhoads C, Witt JP, Finn M, Moser M, Spiessberger A. Biomechanical analysis of stabilization for thoracolumbar anterior spinal failure caused by osteolytic lesions, a finite element comparison of direct lateral corpectomy and posterior long segment instrumentation. Spine J. 2024;24:2181-2190. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 1] [Cited by in RCA: 2] [Article Influence: 1.0] [Reference Citation Analysis (0)] |
| 40. | Di Pietro N, Ceddia M, Romasco T, De Bortoli Junior N, Mello BF, Tumedei M, Specchiulli A, Piattelli A, Trentadue B. Finite Element Analysis (FEA) of the Stress and Strain Distribution in Cone-Morse Implant–Abutment Connection Implants Placed Equicrestally and Subcrestally. Appl Sci. 2023;13:8147. [DOI] [Full Text] |
| 41. | Fernandes RJR, Gee A, Kanawati AJ, Siddiqi F, Rasoulinejad P, Zdero R, Bailey CS. Evaluation of the contact surface between vertebral endplate and 3D printed patient-specific cage vs commercial cage. Sci Rep. 2022;12:12505. [RCA] [PubMed] [DOI] [Full Text] [Full Text (PDF)] [Cited by in RCA: 14] [Reference Citation Analysis (0)] |
| 42. | Kallemeyn N, Gandhi A, Kode S, Shivanna K, Smucker J, Grosland N. Validation of a C2-C7 cervical spine finite element model using specimen-specific flexibility data. Med Eng Phys. 2010;32:482-489. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 93] [Cited by in RCA: 96] [Article Influence: 6.0] [Reference Citation Analysis (0)] |
| 43. | Ayturk UM, Puttlitz CM. Parametric convergence sensitivity and validation of a finite element model of the human lumbar spine. Comput Methods Biomech Biomed Engin. 2011;14:695-705. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 96] [Cited by in RCA: 124] [Article Influence: 8.3] [Reference Citation Analysis (0)] |
| 44. | Molinari L, Falcinelli C. On the human vertebra computational modeling: a literature review. Meccanica. 2022;57:599-622. [DOI] [Full Text] |
| 45. | Schwab J. Analyzing Pedicle Screw Strength with Finite Element Method in Relation to Vertebral Bone Properties. Doctoral dissertation, University of Göttingen. 2024. Available from: https://dx.doi.org/10.53846/goediss-10994. |
| 46. | Song F, Wei Y, Feng W, Fu R, Li Z, Gao X, Cheng X, Yang H. Biomechanical CT-computed bone strength predicts the risk of subsequent vertebral fracture. Bone. 2023;166:116601. [RCA] [PubMed] [DOI] [Full Text] [Cited by in RCA: 8] [Reference Citation Analysis (0)] |
| 47. | Feng KK, Xiang XB, Li CP, Gao KY, Zhang WW, Nie ZY, Liao WX, Zhao D, Cao GR. The biomechanical effects of treating double-segment lumbar degenerative diseases with unilateral fixation through interlaminar fenestration interbody fusion surgery: a three-dimensional finite element study. BMC Musculoskelet Disord. 2025;26:40. [RCA] [PubMed] [DOI] [Full Text] [Cited by in Crossref: 1] [Reference Citation Analysis (0)] |