Combining Laminoplasty With Artificial Disc Replacement for the Treatment of Cervical Spondylotic Myelopathy With Congenital Cervical Stenosis

医学 椎板成形术 外科 椎管狭窄 脊髓病 骨科手术 狭窄 减压 回顾性队列研究 柯布角 运动范围 颈椎 椎管 放射科 射线照相术 脊髓 精神科
作者
Zhao-Quan Liu,Cheng-Ta Hsieh,Chih‐Ta Huang,Szu-Kai Hsu,Jing‐Jing Fang,Chih‐Ju Chang
出处
期刊:The International Journal of Spine Surgery [International Journal of Spine Surgery]
卷期号:17 (4): 492-501 被引量:2
标识
DOI:10.14444/8475
摘要

Background

Cervical spondylotic myelopathy (CSM) is a very common and devastating spinal disease. Congenital cervical stenosis (CCS) is the most common cause. We aimed to elucidate the security, effectivity, and feasibility of surgery combining laminoplasty with artificial disc replacement (ADR) to treat CSM patients with radiculopathy, especially for preserving the range of motion (ROM) of the cervical spine.

Method

Between August 2008 and April 2019, 39 patients with multiple CSM caused by CCS were enrolled in the present study. All patients received laminoplasty first and then ADR. We used a retrospective collection of data for evaluating the functional and radiologic outcomes, especially regarding preservation of ROM.

Results

Each patient underwent at least a 2-year postoperative follow-up. The Japanese Orthopedic Association score showed great improvements at 6 months. The ADR index-level ROM was preserved during follow-up. The subaxial Cobb angle could also be retained in the whole cervical spine, and the spinal canal diameter could be expanded by more than 52.6%. There were no severe complications or side effects, and no patients needed secondary surgery.

Conclusions

We aimed to treat multiple levels of CSM with adequate decompression without too many intervertebral disc replacements. We were able to expand the spinal canal directly for these patients with CCS and needed only 1- or 2-level ADR to treat them with associated radiculopathy. This combined surgical strategy was secure, effective, and was able to preserve the ROM of the cervical spine.

Level of Evidence

4.
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