School of Mechanical Engineering and Automation, Northeastern University, Shenyang, China.
Int J Numer Method Biomed Eng. 2019 Mar;35(3):e3162. doi: 10.1002/cnm.3162. Epub 2018 Oct 30.
This study aimed to examine breakage risk of the bilateral pedicle screw (BPS) fixation system under static and vibration loadings after three different types of lumbar interbody fusion surgery. A previously validated intact L1-sacrum finite element model was modified to simulate anterior, posterior, and transforaminal lumbar interbody fusion (ALIF, PLIF, and TLIF, respectively) with BPS fixation system (consisting of pedicle screws and rigid connecting rods) at L4-L5. As a risk parameter for breakage, the von Mises stresses in the pedicle screws and the rods for the ALIF, PLIF, and TLIF models under static loading (flexion, extension, lateral bending, and axial torsion moments) and vibration loading (sinusoidal vertical load) were calculated and compared. The calculated von Mises stresses were different in the ALIF, PLIF, and TLIF models, but these stresses for all the fusion models were found to be concentrated in neck of the pedicle screw and middle of the rod under both the static and vibration loadings. The results from static analyses showed that the maximum stress in the BPS fixation system was greater in the TLIF model than in the ALIF and PLIF models under all the applied static loadings. The results from transient dynamic analyses also showed that the TLIF generated greater dynamic responses of the stress in the BPS fixation system to the vertical vibration compared with the ALIF and PLIF. It implies that the TLIF procedure might incur a higher risk of breakage for the BPS fixation system than the ALIF and PLIF procedures.
本研究旨在考察三种不同腰椎间融合术式(前路腰椎间融合术(ALIF)、经椎间孔腰椎间融合术(TLIF)和后路腰椎间融合术(PLIF))后双侧椎弓根螺钉(BPS)固定系统在静态和振动载荷下的断裂风险。本研究对一个已验证的完整 L1-骶骨有限元模型进行了修改,以模拟使用 BPS 固定系统(由椎弓根螺钉和刚性连接杆组成)进行 L4-L5 的前路、后路和经椎间孔腰椎间融合术。作为断裂风险的参数,计算了静态载荷(屈伸、侧屈和轴向扭转力矩)和振动载荷(正弦垂直载荷)下 ALIF、PLIF 和 TLIF 模型中椎弓根螺钉和连接杆的 von Mises 应力,并进行了比较。计算出的 von Mises 应力在 ALIF、PLIF 和 TLIF 模型中有所不同,但所有融合模型的这些应力在静态和振动载荷下均集中在椎弓根螺钉的颈部和连接杆的中部。静态分析结果表明,在所有施加的静态载荷下,TLIF 模型中 BPS 固定系统的最大应力大于 ALIF 和 PLIF 模型。瞬态动力学分析的结果也表明,与 ALIF 和 PLIF 相比,TLIF 会使 BPS 固定系统的应力对垂直振动产生更大的动态响应。这意味着 TLIF 术式可能比 ALIF 和 PLIF 术式对 BPS 固定系统的断裂风险更高。