PT - JOURNAL ARTICLE AU - Dean N. Papaliodis AU - Pierino G. Bonanni AU - Timothy T. Roberts AU - Khalid Hesham AU - Nicholas Richardson AU - Robert A. Cheney AU - James P. Lawrence AU - Allen L. Carl AU - William F. Lavelle TI - Computer Assisted Cobb Angle Measurements: A novel algorithm AID - 10.14444/4021 DP - 2017 Jan 01 TA - International Journal of Spine Surgery PG - 21 VI - 11 IP - 3 4099 - http://ijssurgery.com//content/11/3/21.short 4100 - http://ijssurgery.com//content/11/3/21.full SO - Int J Spine Surg2017 Jan 01; 11 AB - Background The standard for evaluating scoliosis is PA radiographs using Cobb angle to measure curve magnitude. Newer PACS systems allow easier Cobb angle calculations, but have not improved inter/intra observer precision of measurement. Cobb angle and its progression are important to determine treatment; therefore, angle variability is not optimal. This study seeks to demonstrate that a performance equivalent to that achieved in the manual method is possible using a novel computer algorithm with limited user input. The authors compared Cobb angles from predetermined spinal levels in the average attending score versus the computer assisted approach.Methods Retrospective analysis of PA radiographs from 58 patients previously evaluated for scoliosis was collected. Predesignated spinal levels (e.g., T2-T10) were assigned for different curves and calculated by Cobb method. Four spine surgeons evaluated these Cobb angles. Their average scores were measured and compared to formulated values using the novel computer-based algorithm. Literature reports inter-observer reliability is 6.3-7.2degrees. Limits of accuracy were set at 5 degrees of average orthopedic surgeons’ score.Results The computer-based algorithm calculated Cobb angles within 5 degrees of orthopedic surgeons’ average with a standard deviation of 3.2 degrees. This result was based on a 95% confidence interval with p values <0.001. The computer algorithm was plotted against average angle determined by the surgeons, with individual determinations and linear regression (r2 =0.90). The average difference between surgeons’ measures and computer algorithm was 0.4 degrees(SD= 3.2degrees, n=79). There was a tendency for the computer algorithm program to overestimate the angle at larger angles, but difference was small with r2 = 0.09.Conclusions Our study showed the novel computer based algorithm was an efficient and reliable method to assess scoliotic curvature in the coronal plane with the possibility of expediting clinic visits, ensuring reliability of calculation and decreasing patient exposure to radiation. Level of Evidence: III.