| Literature DB >> 32691093 |
Matthias J Feucht1,2, Philipp W Winkler3, Julian Mehl3, Gerrit Bode4, Philipp Forkel3, Andreas B Imhoff3, Patricia M Lutz3.
Abstract
PURPOSE: To perform a detailed deformity analysis of patients with varus alignment and to define the ideal osteotomy level (tibial vs. femoral vs. double level) to avoid an oblique joint line.Entities:
Keywords: Alignment; HTO; Malalignment; Osteotomy; Varus
Mesh:
Year: 2020 PMID: 32691093 PMCID: PMC8458209 DOI: 10.1007/s00167-020-06166-3
Source DB: PubMed Journal: Knee Surg Sports Traumatol Arthrosc ISSN: 0942-2056 Impact factor: 4.342
Fig. 1Illustrative case examples 1 and 2. a Case 1: deformity analysis revealed a tibial-based varus deformity of 5° with a normal mLDFA and a pathologic mMPTA. This deformity can be corrected via medial open-wedge HTO to the desired alignment of 2° of valgus without exceeding the upper limit of the mMPTA. b Case 2: deformity analysis revealed a femoral-based varus deformity of 5.5° with a normal mMPTA and a pathologic mLDFA. This deformity can be corrected via lateral closed-wedge DFO to the desired alignment of 2° of valgus without exceeding the lower limit of the mLDFA
Fig. 2Illustrative case example 3. a Deformity analysis revealed a varus deformity of 6° without a true bone deformity based on the malalignment test [39]. However, potential for bony correction exist in both, the proximal tibia and distal femur, with the greater potential being located at the proximal tibia. b, c First osteotomy simulation tolerating mLDFA ≥ 85° and mMPTA ≤ 90° (anatomic correction): by simulating HTO alone, 1.3° of varus alignment remains with the mMPTA set at 90°. By simulating a double-level osteotomy, the deformity can be corrected to the desired alignment of 2° of valgus without exceeding the upper and lower limit of the mMPTA and mLDFA, respectively. d Second osteotomy simulation tolerating mLDFA ≥ 85° and mMPTA ≤ 95° (overcorrection): the deformity can be corrected via HTO to the desired alignment of 2° of valgus without exceeding the upper limit of the mMPTA of 95°
Fig. 3Illustrative case example 4. a Deformity analysis revealed a tibial-based varus deformity of 10° with a high-normal mLDFA and a pathologic mMPTA. b, c First osteotomy simulation tolerating mLDFA ≥ 85° and mMPTA ≤ 90° (anatomic correction): by simulating HTO alone, 4.4° of varus alignment remains with the mMPTA set at 90°. By simulating a double-level osteotomy to the desired alignment of 2° of valgus, the lower limit of the mLDFA is exceeded. This case is, therefore, considered “uncorrectable”. d, e Second osteotomy simulation tolerating mLDFA ≥ 85° and mMPTA ≤ 95° (overcorrection): by simulating HTO alone, neutral alignment remains with the mMPTA set at 95°. By simulating a double-level osteotomy, the deformity can be corrected to the desired alignment of 2° of valgus without exceeding the upper and lower limit of the mMPTA and mLDFA, respectively
Patient demographics of the total study group
| Number of patients | 303 |
|---|---|
| Sex | |
| Female | 24% (72) |
| Male | 76% (231) |
| Age (years) | 44 ± 11 (18–60) |
| Laterality | |
| Left | 55% (165) |
| Right | 46% (138) |
| Osteoarthritis according to Kellgren and Lawrence | |
| No OA | 11% (34) |
| Grade I | 34% (104) |
| Grade II | 29% (88) |
| Grade III | 18% (53) |
| Grade IV | 8% (24) |
| Varus deformity | |
| Mild (3°–5°) | 59% (178) |
| Moderate (6°–8°) | 32% (98) |
| Severe (≥ 9°) | 9% (27) |
Continuous variables are shown as mean ± standard deviation and (range), categorical variables are shown as percentages per group and (number of patients)
Measurements of the deformity analysis and corresponding intraclass correlation coefficients
| Mean ± SD | Median | Range | Intrarater ICC | Interrater ICC | |
|---|---|---|---|---|---|
| mFTA | 6° ± 11° | 5° | 3°–15° | 0.997 | 0.996 |
| WBL ratio | 23 ± 8% | 24% | 1–39% | 0.994 | 0.992 |
| JLCA | 2° ± 2° | 2° | 0°–8° | 0.903 | 0.940 |
| mMPTA | 86° ± 2° | 86° | 78°–93° | 0.991 | 0.984 |
| mLDFA | 89° ± 2° | 89° | 83°–95° | 0.981 | 0.965 |
SD standard deviation, ICC intraclass correlation coefficient, mFTA mechanical femorotibial angle, WBL weight bearing line, JLCA joint line convergence angle, mMPTA mechanical medial proximal tibial angle, mLDFA mechanical lateral distal femoral angle
Fig. 4Deformity location based on the malalignment test [39] with normal values for mMPTA and mLDFA of 85°–90° [40]. Tibial deformity: mMPTA < 85°, mLDFA normal; femoral deformity: mLDFA > 90°, mMPTA normal; tibial + femoral deformity: mMPTA < 85° + mLDFA > 90°; no bony deformity: mMPTA + mLDFA normal
Deformity location based on the malalignment test [39] with regard to the amount of varus malalignment
| Varus malalignment (mFTA) | |||
|---|---|---|---|
| Mild (3°–5°) | Moderate (6°–8°) | Severe (≥ 9°) | |
| Deformity location | |||
| Tibial (mMPTA < 85°, mLDFA normal) | 23% | 35% | 33% |
| Femoral (mLDFA > 90°, mMPTA normal) | 16% | 31%a | 41%a |
| Tibial + femoral (mMPTA < 85° + mLDFA > 90°) | 2% | 3% | 19%b |
| No deformity (mMPTA + mLDFA normal) | 58%c | 32%d | 7% |
| JLCA | 1.8° ± 1.3° (0.1°–6.4°) | 2.4° ± 1.6e (0.1°–7.7°) | 3.3° ± 1.8e (0.2°–6.8°) |
Normal values for mMPTA and mLDFA were 85°–90° [39, 40]
Values are shown as percentages per group or mean ± standard deviation and range
mFTA mechanical femorotibial angle, mMPTA mechanical medial proximal tibial angle, mLDFA mechanical lateral distal femoral angle, JLCA joint line convergence angle
aSignificant difference between 3°–5° and 6°–8° mFTA (p = 0.016) and between 3°–5° and ≥ 9° mFTA (p = 0.008) (Qui-square test followed by post hoc tests with Bonferroni correction)
bSignificant difference compared to 3°–5° and 6°–8° mFTA (p < 0.001 and p = 0.011) (Qui-square test followed by post hoc tests with Bonferroni correction)
cSignificant difference compared to 6°–8° and ≥ 9° mFTA (p < 0.001) (Qui-square test followed by post hoc tests with Bonferroni correction)
dSignificant difference compared to ≥ 9° mFTA (p = 0.034) (Qui-square test followed by post hoc tests with Bonferroni correction)
eSignificant difference between 3°–5° and 6°–8° mFTA (p = 0.002) and between 3°–5° and ≥ 9° mFTA (p < 0.001) (Kruskal–Wallis test followed by post hoc analysis with Bonferroni correction)
Fig. 5Ideal osteotomy level tolerating a mechanical medial proximal tibial angle (mMPTA) of ≤ 90° (anatomic correction) or ≤ 95° (overcorrection). #1 significant difference compared to mMPTA ≤ 90° (p < 0.001); #2 significant difference compared to mMPTA ≤ 95° (p < 0.001); #3 significant difference compared to mMPTA ≤ 95° (p < 0.001) (Qui-square test followed by post hoc tests with Bonferroni correction)
Ideal osteotomy level tolerating a mechanical lateral distal femoral angle (mLDFA) of ≥ 85° and a mechanical medial proximal tibial angle (mMPTA) of ≤ 90° (anatomic correction) with regard to the amount of varus malalignment
| Ideal osteotomy level | Varus malalignment (mFTA) | ||
|---|---|---|---|
| Mild (3°–5°) (%) | Moderate (6°–8°) (%) | Severe (≥ 9°) (%) | |
| Tibial | 18a | 3 | 0 |
| Femoral | 11 | 4 | 0 |
| Double-level | 59 | 72 | 56 |
| Uncorrectable | 12 | 20 | 44b |
Values are shown as percentages per group
mFTA mechanical femorotibial angle
aSignificant difference compared to 6°–8° and ≥ 9° mFTA (p < 0.001) (Qui-square test followed by post hoc tests with Bonferroni correction)
bSignificant difference compared to 3°–5° and 6°–8° (p < 0.001 and p = 0.034) (Qui-square test followed by post hoc tests with Bonferroni correction)
Ideal osteotomy level tolerating a mechanical lateral distal femoral angle (mLDFA) of ≥ 85° and a mechanical medial proximal tibial angle (mMPTA) of ≤ 95° (overcorrection) with regard to the amount of varus malalignment
| Ideal osteotomy level | Varus malalignment (mFTA) | ||
|---|---|---|---|
| Mild (3°–5°) (%) | Moderate (6°–8°) (%) | Severe (≥ 9°) (%) | |
| Tibial | 64a | 56a | 22 |
| Femoral | 11 | 4 | 0 |
| Double-level | 24 | 38 | 78b |
| Uncorrectable | 2 | 2 | 0 |
Values are shown as percentages per group
mFTA mechanical femorotibial angle
aSignificant difference between 3°–5° and 6°–8° mFTA (p < 0.001) and between 3°–5° and ≥ 9° mFTA (p = 0.005) (Qui-square test followed by post hoc tests with Bonferroni correction)
bSignificant difference compared to 3°–5° and 6°–8° (p < 0.001 and p = 0.001) (Qui-square test followed by post hoc tests with Bonferroni correction)