| Literature DB >> 34104655 |
Dong Jin Ryu1, Kyeu Baek Kwon2, Eui Yub Jung3, Sung-Sahn Lee4, Joo Hwan Kim5, Min Chang Jang5, Joon Ho Wang5,6,7.
Abstract
BACKGROUND: After posterior cruciate ligament injury, stress radiography is a common method of quantifying posterior instability, defined as the side-to-side difference in posterior tibial displacement (PTD) between the injured knee and contralateral noninjured knee. However, no study has evaluated the reliability of PTD according to knee flexion angle (KFA) measurements on stress radiographs.Entities:
Keywords: knee flexion angle; posterior cruciate ligament injury; posterior instability; reliability; stress radiography
Year: 2021 PMID: 34104655 PMCID: PMC8172336 DOI: 10.1177/2325967121989252
Source DB: PubMed Journal: Orthop J Sports Med ISSN: 2325-9671
Figure 1.Measurement of posterior tibial displacement on posterior stress radiograph at a knee flexion angle (KFA) of 90°. Perpendicular lines from the reference line (A, parallel to the medial tibial plateau joint line) are drawn tangentially to the midpoint between the most posterior contours of the medial and lateral femoral condyles (line B) and medial tibial plateau (line C). If the femoral condyle is in an inappropriate rotation position, the midpoint between the most posterior contours of the medial and lateral femoral condyles is used. The distance between lines B and C is defined as the posterior tibial displacement (D, yellow line). The KFA is defined as the angle between the extension of the distal femur posterior condyle (line E) and the proximal tibial posterior cortical line (line F).
Patient Demographic Characteristics (120 participants, 644 radiographs)
| Variable | Mean ± SD or No. |
|---|---|
| Age | 32.26 ± 10.3 |
| Sex, male:female | 92:28 |
| Height, cm | 172.24 ± 7.38 |
| Weight, kg | 74.18 ± 13.22 |
| Body mass index, kg/m2 | 25.17 ± 3.46 |
| Frequency of stress radiography | |
| 5 times | 86 |
| 6 times | 26 |
| 7 times | 6 |
| 8 times | 2 |
Figure 2.Distribution of actual knee flexion angle for the noninjured knee (N = 644 radiographs).
Results of Linear Mixed-Model Analysis (N = 120 participants)
| Effect | Estimated Value | SE |
|
| ICC | 95% CI |
|---|---|---|---|---|---|---|
| Intercept | 10.264 | 0.473 | 21.700 | <.001 | 0.788 | |
| Angle | –0.076 | 0.006 | –13.710 | <.001 | ||
| Knee flexion angle | ||||||
| Intraobserver | <.001 | 0.993 | 0.991-0.994 | |||
| Interobserver | <.001 | 0.985 | 0.980-0.989 | |||
| Posterior tibial displacement | ||||||
| Intraobserver | <.001 | 0.992 | 0.990-0.993 | |||
| Interobserver | <.001 | 0.974 | 0.967-0.979 |
A statistically significant correlation was found between knee flexion angle and posterior tibial displacement (P < .001). ICC, intraclass correlation coefficient.
Figure 3.A representative case of a 24-year-old man with a posterior cruciate ligament injury. The noninjured left knee had undergone repeated radiographic examinations to compare side-to-side difference during nonoperative management. (A) The first examination, at a 73.3° knee flexion angle (KFA), resulted in a posterior tibial displacement (PTD) measurement of 6.58 mm. (B) KFA of 76.8° and PTD of 4.9 mm. (C) KFA of 90.7° and PTD of 3.98 mm. (D) KFA of 79.5° and PTD of 5.48 mm. (E) KFA of 88.5° and PTD of 4.37 mm.
Evaluation of Test Reliability for Each Section When a Linear Mixed Model Was Applied
| Knee Flexion Angle | Estimated Value | SE |
|
| ICC | No. of Participants | ||
| From | To | |||||||
| 80° | 91° | Intercept | 14.464 | 1.514 | 9.554 | <.001 | 0.853 | 114 |
| Angle | –0.128 | 0.018 | –7.162 | <.001 | ||||
| 81° | 91° | Intercept | 16.309 | 1.753 | 9.301 | <.001 | 0.852 | 112 |
| Angle | –0.149 | 0.021 | –7.260 | <.001 | ||||
| 82° | 91° | Intercept | 15.995 | 2.181 | 7.335 | <.001 | 0.853 | 110 |
| Angle | –0.146 | 0.025 | –5.729 | <.001 | ||||
| 83° | 91° | Intercept | 14.020 | 2.462 | 5.694 | <.001 | 0.869 | 95 |
| Angle | –0.123 | 0.028 | –4.306 | <.001 | ||||
| 84° | 91° | Intercept | 13.659 | 3.336 | 4.094 | <.001 | 0.868 | 83 |
| Angle | –0.118 | 0.038 | –3.093 | .003 | ||||
| 85° | 91° | Intercept | 13.725 | 3.673 | 3.737 | <.001 | 0.923 | 76 |
| Angle | –0.118 | 0.042 | –2.831 | .007 | ||||
| 85° | 92° | Intercept | 10.747 | 3.769 | 2.851 | .006 | 0.885 | 80 |
| Angle | –0.084 | 0.043 | –1.963 | .055 | ||||
| 85° | 93° | Intercept | 11.421 | 2.821 | 4.409 | <.001 | 0.893 | 82 |
| Angle | –0.092 | 0.032 | –2.877 | .005 | ||||
| 85° | 94° | Intercept | 11.605 | 2.664 | 4.357 | <.001 | 0.885 | 83 |
| Angle | –0.094 | 0.03 | –3.127 | .003 | ||||
| 85° | 95° | Intercept | 8.391 | 2.781 | 3.017 | .003 | 0.863 | 84 |
| Angle | –0.057 | 0.031 | –1.82 | .073 | ||||
| 85° | 96° | Intercept | 8.035 | 2.735 | 2.938 | .004 | 0.865 | 84 |
| Angle | –0.053 | 0.031 | –1.719 | .090 | ||||
| 86° | 91° | Intercept | 6.887 | 5.926 | 1.162 | .249 | 0.929 | 67 |
| Angle | –0.041 | 0.067 | –0.605 | .551 | ||||
| 87° | 91° | Intercept | 3.428 | 9.279 | 0.369 | .713 | 0.914 | 56 |
| Angle | –0.002 | 0.104 | –0.017 | .986 | ||||
| 88° | 91° | Intercept | –10.274 | 10.882 | –0.944 | .351 | 0.966 | 43 |
| Angle | 0.151 | 0.122 | 1.238 | .256 | ||||
Figure 4.Posterior tibial displacement (PTD) values measured at a knee flexion angle (KFA) within 85° to 92° compared with those measured at KFAs within the other ranges after application of a linear mixed model. *Significant difference compared with the other KFA ranges (P < .001, Bonferroni corrected).