Yasuhito Takahashi1,2, Kei Watanabe3, Masashi Okamoto4, Shun Hatsushikano4, Kazuhiro Hasegawa4, Naoto Endo3. 1. Department of Orthopedic Surgery, Niigata Rosai Hospital, 1-7-12 Touncho, Joetsu City, 942-8502, Japan. fayas556@yahoo.co.jp. 2. Department of Orthopedic Surgery, Niigata University Medical and Dental General Hospital, 1-757 Asahimachidori, Niigata City, 951-8510, Japan. fayas556@yahoo.co.jp. 3. Department of Orthopedic Surgery, Niigata University Medical and Dental General Hospital, 1-757 Asahimachidori, Niigata City, 951-8510, Japan. 4. Niigata Spine Surgery Center, 2-5-22 Nishi-machi, Niigata City, 950-0165, Japan.
Abstract
BACKGROUND: Although pelvic incidence (PI) is a key morphologic parameter in assessing spinopelvic sagittal alignment, accurate measurements of PI become difficult in patients with severe hip dislocation or femoral head deformities. This study aimed to investigate the reliability of our novel morphologic parameters and the correlations with established sagittal spinopelvic parameters. METHODS: One hundred healthy volunteers (25 male and 75 female), with an average age of 38.9 years, were analysed. Whole-body alignment in the standing position was measured using a slot-scanning X-ray imager. We measured the established spinopelvic sagittal parameters and a novel parameter: the sacral incidence to pubis (SIP). The correlation coefficient of each parameter, regression equation of PI using SIP, and regression equation of lumbar lordosis (LL) using PI or SIP were obtained. The intraclass correlation coefficient (ICC) was calculated as an evaluation of the measurement reliability. RESULTS: Reliability analysis showed high intra- and inter-rater agreements in all the spinopelvic parameters, with ICCs > 0.9. The SIP and pelvic inclination angle (PIA) demonstrated strong correlation with PI (R = 0.96) and pelvic tilt (PT) (R = 0.92). PI could be predicted according to the regression equation: PI = - 9.92 + 0.905 * SIP (R = 0.9596, p < 0.0001). The ideal LL could be predicted using the following equation using PI and age: ideal LL = 32.33 + 0.623 * PI - 0.280 * age (R = 0.6033, p < 0.001) and using SIP and age: ideal LL = 24.29 + 0.609 * SIP - 0.309 * age (R = 0.6177, p < 0.001). CONCLUSIONS: Both SIP and PIA were reliable parameters for determining the morphology and orientation of the pelvis, respectively. Ideal LL was accurately predicted using the SIP with equal accuracy as the PI. Our findings will assist clinicians in the assessment of spinopelvic sagittal alignment. TRIAL REGISTRATION: This study was retrospectively registered with the UMIN Clinical Trials Registry ( UMIN000042979 ; January 13, 2021).
BACKGROUND: Although pelvic incidence (PI) is a key morphologic parameter in assessing spinopelvic sagittal alignment, accurate measurements of PI become difficult in patients with severe hip dislocation or femoral head deformities. This study aimed to investigate the reliability of our novel morphologic parameters and the correlations with established sagittal spinopelvic parameters. METHODS: One hundred healthy volunteers (25 male and 75 female), with an average age of 38.9 years, were analysed. Whole-body alignment in the standing position was measured using a slot-scanning X-ray imager. We measured the established spinopelvic sagittal parameters and a novel parameter: the sacral incidence to pubis (SIP). The correlation coefficient of each parameter, regression equation of PI using SIP, and regression equation of lumbar lordosis (LL) using PI or SIP were obtained. The intraclass correlation coefficient (ICC) was calculated as an evaluation of the measurement reliability. RESULTS: Reliability analysis showed high intra- and inter-rater agreements in all the spinopelvic parameters, with ICCs > 0.9. The SIP and pelvic inclination angle (PIA) demonstrated strong correlation with PI (R = 0.96) and pelvic tilt (PT) (R = 0.92). PI could be predicted according to the regression equation: PI = - 9.92 + 0.905 * SIP (R = 0.9596, p < 0.0001). The ideal LL could be predicted using the following equation using PI and age: ideal LL = 32.33 + 0.623 * PI - 0.280 * age (R = 0.6033, p < 0.001) and using SIP and age: ideal LL = 24.29 + 0.609 * SIP - 0.309 * age (R = 0.6177, p < 0.001). CONCLUSIONS: Both SIP and PIA were reliable parameters for determining the morphology and orientation of the pelvis, respectively. Ideal LL was accurately predicted using the SIP with equal accuracy as the PI. Our findings will assist clinicians in the assessment of spinopelvic sagittal alignment. TRIAL REGISTRATION: This study was retrospectively registered with the UMIN Clinical Trials Registry ( UMIN000042979 ; January 13, 2021).
Entities:
Keywords:
Femoral head deformities; Hip dislocation; Lumbar lordosis; Pelvic incidence; Spinopelvic sagittal alignment
Authors: Frank J Schwab; Benjamin Blondel; Shay Bess; Richard Hostin; Christopher I Shaffrey; Justin S Smith; Oheneba Boachie-Adjei; Douglas C Burton; Behrooz A Akbarnia; Gregory M Mundis; Christopher P Ames; Khaled Kebaish; Robert A Hart; Jean-Pierre Farcy; Virginie Lafage Journal: Spine (Phila Pa 1976) Date: 2013-06-01 Impact factor: 3.468