Proposal for a new trajectory for subaxial cervical lateral mass screws

European spine journal : official publication of the European Spine Society, the European Spinal Deformity Society, and the European Section of the Cervical Spine Research Society(2018)

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Abstract
Purpose Lateral mass screws combined with rods are the standard method for posterior cervical spine subaxial fixation. Several techniques have been described, among which the most used are Roy Camille, Magerl, Anderson and An. All of them are based on tridimensional angles. Reliability of freehand angle estimation remains poorly investigated. We propose a new technique based on on-site spatial references and compare it with previously described ones assessing screw length and neurovascular potential complications. Methods Four different lateral mass screw insertion techniques (Magerl, Anderson, An and the new described technique) were performed bilaterally, from C3 to C6, in ten human spine specimens. A drill tip guide wire was inserted as originally described for each trajectory, and screw length was measured. Exit point was examined, and potential vertebral artery or nerve root injury was assessed. Results Mean screw length was 14.05 mm using Magerl’s technique, 13.47 mm using Anderson’s, 12.8 mm using An’s and 17.03 mm using the new technique. Data analysis showed significantly longer lateral mass screw length using the new technique ( p value < 0.00001). Nerve potential injury occurred 37 times using Magerl’s technique, 28 using Anderson’s, 13 using An’s and twice using the new technique. Vertebral artery potential injury occurred once using Magerl’s technique, 8 times using Anderson’s and none using either An’s or the new proposed technique. The risk of neurovascular complication was significantly lower using the new technique ( p value < 0.01). Conclusion The new proposed technique allows for longer screws, maximizing purchase and stability, while lowering the complication rate. Graphical abstract
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Key words
Lateral mass screw,Length,Root,Artery,Complication
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