| Literature DB >> 33748643 |
Alexa J Karkenny1, Lacey C Magee2, Matthew R Landrum3, Jason B Anari2,4, David Spiegel2,4, Keith Baldwin2,4.
Abstract
Pelvic obliquity (PO), or pelvic alignment in the coronal plane, is an important radiographic parameter to indicate fusion levels and judge success of scoliosis correction in patients with neuromuscular scoliosis. There are multiple commonly used techniques to measure PO that have good to excellent interrater and intrarater reliability, but these different methods yield inconsistent values when used on the same radiograph. This study evaluates the inconsistency in the magnitude of PO measurements for patients with neuromuscular scoliosis among 5 common measurement techniques.Entities:
Year: 2021 PMID: 33748643 PMCID: PMC7963507 DOI: 10.2106/JBJS.OA.20.00143
Source DB: PubMed Journal: JB JS Open Access ISSN: 2472-7245
Fig. 1Pelvic obliquity (PO) measurements demonstrated on a single patient’s seated posteroanterior spine radiograph. With the Maloney technique (Fig. 1-A), line 1 is drawn across the superior aspects of the iliac crests, and line 2 is drawn perpendicular to that line. Line 3 is drawn from the center of T1 to the center of S1. The PO is the angle where line 3 intersects with line 2. With the O’Brien technique (Fig. 1-B), line 1 is drawn across the tips of the sacral alae, the iliac crests, or the greater sciatic notch (in order of priority, depending on visibility), and line 2 is drawn parallel to the upper or lower edge of the radiograph. The PO is measured at the intersection of lines 1 and 2. With the Osebold technique (Fig. 1-C), line 1 is drawn between the superior aspects of the iliac crests and line 2 is drawn parallel to the lower end of the radiograph. The PO is measured at the intersection of lines 1 and 2. With the Allen and Ferguson technique (Fig. 1-D), line 1 is drawn across the superior aspects of the iliac crests, line 2 is drawn perpendicular to line 1, and line 3 is drawn through the spinous processes of L4 and L5. The PO is the angle created by lines 2 and 3. With the Lindseth technique (Fig. 1-E), line 1 is drawn along the superior surface of the top vertebra of the lumbosacral curve if there is a distinct lumbosacral curve (as described in the original publication[12]), or at L1 if there is a sweeping thoracolumbar curve as is found in many patients with neuromuscular disease (set by convention in this study for the purpose of standardizing techniques among raters), and line 2 is drawn perpendicular to that line. Line 3 is drawn along either the superior margins of the acetabula or inferior margins of the ischial tuberosities (in order of priority, depending on visibility), and line 4 is drawn perpendicular to that line. The PO is the angle created by the intersection of lines 2 and 4.
Fig. 2Best-fit lines with residuals for mean differences between the Maloney technique and the O’Brien (Fig. 2-A), Osebold (Fig. 2-B), Allen and Ferguson (Fig. 2-C), and Lindseth (Fig. 2-D) techniques.
Fig. 3Best-fit lines with residuals for the mean differences between the Maloney and Osebold techniques in the balanced (Fig. 3-A) and unbalanced (Fig. 3-B) cohorts.
Fig. 4A “T of Tolo” construct is built with 2 rods and a T-connector and used to apply the Maloney technique intraoperatively. The “T of Tolo” is placed over the patient with the T-connector as close as possible to the center of S1, and the more horizontal limb of the T is placed parallel to the superior aspects of the iliac crests. The surgeon can then visualize the degree of correction of pelvic obliquity based on where the more vertical limb of the T is relative to the center of T1.
Fig. 5Variability in the magnitude of PO when measured with the Maloney, O’Brien, and Osebold techniques in a patient with severe coronal imbalance.
Interclass Correlation Coefficients for Each Technique
| Technique/Coronal Balance Cohort | ICC | 95% CI | P Value |
| Maloney | |||
| Overall | 0.909 | 0.846-0.946 | |
| Balance | 0.909 | 0.826-0.956 | 0.895 |
| Imbalance | 0.899 | 0.820-0.945 | |
| O’Brien | |||
| Overall | 0.866 | 0.785-0.917 | |
| Balance | 0.893 | 0.790-0.950 | 0.575 |
| Imbalance | 0.845 | 0.749-0.911 | |
| Osebold | |||
| Overall | 0.954 | 0.934-0.969 | |
| Balance | 0.957 | 0.951-0.971 | 0.912 |
| Imbalance | 0.951 | 0.924-0.971 | |
| Allen and Ferguson | |||
| Overall | 0.647 | 0.539-0.746 | |
| Balance | 0.575 | 0.385-0.753 | 0.368 |
| Imbalance | 0.687 | 0.565-0.798 | |
| Lindseth | |||
| Overall | 0.702 | 0.601-0.791 | |
| Balance | 0.699 | 0.541-0.834 | 0.992 |
| Imbalance | 0.700 | 0.572-0.810 |
The p values are for the comparison of the balance and imbalance cohorts.
Mean Difference in PO for Each Comparison of Techniques in the Coronal Balance and Imbalance Cohorts
| Paired Technique Comparison/Coronal Balance Cohort | Mean Difference | Standard Deviation | P Value |
| Maloney vs. O’Brien | |||
| Balance |
| 5.02 |
|
| Imbalance | −0.825 | 9.90 | 0.606 |
| Maloney vs. Osebold | |||
| Balance | −0.0825 | 3.01 | 0.895 |
| Imbalance |
| 9.67 |
|
| Maloney vs. Allen and Ferguson | |||
| Balance | −2.17 | 11.1 | 0.347 |
| Imbalance |
| 17.1 |
|
| Maloney vs. Lindseth | |||
| Balance |
| 13.0 |
|
| Imbalance |
| 13.8 |
|
| O’Brien vs. Osebold | |||
| Balance |
| 3.90 |
|
| Imbalance |
| 3.60 |
|
| O’Brien vs. Allen and Ferguson | |||
| Balance | 2.39 | 11.4 | 0.315 |
| Imbalance |
| 14.7 |
|
| O’Brien vs. Lindseth | |||
| Balance |
| 14.2 |
|
| Imbalance |
| 17.2 |
|
| Osebold vs. Allen and Ferguson | |||
| Balance | −2.09 | 10.4 | 0.333 |
| Imbalance | 2.22 | 16.0 | 0.391 |
| Osebold vs. Lindseth | |||
| Balance |
| 13.3 |
|
| Imbalance |
| 17.7 |
|
| Allen and Ferguson vs. Lindseth | |||
| Balance |
| 15.0 |
|
| Imbalance |
| 18.9 |
|
Bolding indicates significance.
Surgeon Satisfaction Survey Results
| Question | Response |
| What is your preferred technique in this study? | Maloney (4/5) |
| Did you have difficulty identifying any of the following landmarks? | Superior margins of the acetabula (5/5) |
| Rank your time to completion for each technique, with 1 being the shortest and 5 being the longest | O’Brien (1, 1, 2, 2, 2), mean ranking 1.6 |
The numbers in parentheses indicate the number of surgeons choosing the answer/the total number of surgeons.
The numbers in parentheses indicate the rankings of the time given by each of the 5 surgeons.