| Literature DB >> 34709535 |
Atul F Kamath1, Sridhar M Durbhakula2, Trevor Pickering3, Nathan L Cafferky4, Trevor G Murray5, Michael A Wind6, Stéphane Méthot7.
Abstract
Accurate component orientation and restoration of hip biomechanics remains a continuing challenge in total hip arthroplasty (THA). The goal of this study was to analyze the accuracy/reproducibility of a novel CT-free and pin-less robotic-assisted THA (RA-THA) platform compared to manual THA (mTHA). This matched-pair cadaveric study compared this RA-THA system to mTHA (n = 33/arm), both using the assistance of fluoroscopic imaging, in a group of 14 high-volume arthroplasty surgeons. In both groups, surgeons were asked to aim for 40°/15° for cup inclination/version, and 0 mm of leg length discrepancy (LLD). A validated and accurate method using radio-opaque markers measured cup inclination/version and LLD. The accuracy and reproducibility (fewer outliers) of cup inclination was significantly improved in the robotic group (1.8° ± 1.3° vs 6.4° ± 4.9°, respectively, robotic vs manual; p < 0.001), with no significant difference between groups for version. The reproducibility of LLD was significantly improved in the robotic group (p = 0.003). For all parameters studied, the robotic group had an improved accuracy and lower variance (fewer outliers). The percentage of cases within the more restrictive Callanan safe zone was 100% for RA-THA vs 73% for mTHA (p = 0.002). The CT-free RA-THA platform, using only fluoroscopic imaging, demonstrated more accurate acetabular cup positioning, when compared to the mTHA procedures performed by high-volume hip surgeons (naive to this RA-THA platform), with respect to cup inclination and placement within the Lewinnek/Callanan safe zones. Future study must incorporate economic factors, lower volume surgeons, clinical and patient-centric outcomes, and other radiographic parameters in controlled studies in large sample sizes.Entities:
Keywords: Accuracy; Hip arthroplasty; Inclination; Leg length discrepancy; Robotic surgery; Version
Mesh:
Year: 2021 PMID: 34709535 PMCID: PMC9314281 DOI: 10.1007/s11701-021-01315-3
Source DB: PubMed Journal: J Robot Surg ISSN: 1863-2483
Fig. 1Location of radio-opaque markers for CMM acquisitions (example of a left hip: 6 markers). Markers (insert) were manufactured and inspected to make sure they were within specifications. Making sure not to interfere with the THA incision, they were inserted press-fit into a pre-drilled hole in the bone at the following locations: a illiopectineal eminence, aligned over each teardrop (named ipsilateral and contralateral teardrop); b pelvis reference; c lesser trochanter; and d proximal and distal femoral axis. Markers were used to validate the accuracy of the RA-THA platform, and are not part of the clinical use of the system
Intraoperative CMM acquisitionsa
| # | Surgical step | Parameter | CMM acquisitionsb |
|---|---|---|---|
| 1 | Before direct anterior approach THA incision | Initial leg length | C-arm detector plane (3 points distributed on the surface) Ipsilateral and contralateral teardrop radio-opaque markers Pelvis reference radio-opaque marker Lesser trochanter radio-opaque marker Proximal and distal femoral axis radio-opaque markers |
| 2 | After hip dislocation/femoral head removal. Before reaming | Initial femoral CORc | Ipsilateral and contralateral teardrop radio-opaque markers Pelvis reference radio-opaque marker Acetabular wall (12 points, avoiding acetabulum fossa) |
| 3 | After acetabular component impaction | Cup orientation | C-arm detector plane (3 points distributed on the surface) Ipsilateral and contralateral teardrop radio-opaque markers Cup rim plane (3 points distributed on the surface) |
| 4 | Reduced joint with final implant components | Final leg length | Same as step #1 |
| 5 | Perform ultimate hip dislocation to expose the acetabular component | Final femoral COR | Ipsilateral and contralateral teardrop radio-opaque markers Pelvis reference radio-opaque marker Interior of acetabulum component liner (12 points) |
aThe CMM acquisition of radio-opaque markers was used to validate the RA-THA platform; CMM and associated markers are not part of the clinical use of the RA-THA system
bAll acquisitions were performed in triplicates
COR center of rotation
Fig. 2ROSA® Hip System comprising the ROSA® Recon Robotic Unit and the ROSA® Tablet. The preparation steps of ROSA® Hip include: 1 connecting the tablet to the robotic unit using Wi-Fi; 2 selecting or reviewing (if a pre-operative plan was completed) surgical parameters such as planned angles, measurements, shell and stem type, impactor and C-arm diameter; 3 installing the quick connect interface at the end of the robotic arm; 4 draping the robotic arm and robotic unit; and 5 calibrating the force sensor
Fig. 3Positioning of the landmarks. a Pelvis reference image: ipsilateral and contralateral teardrop markers. b Hip reference image: the ipsilateral and contralateral teardrop, lesser trochanter, and proximal and distal femoral axis were positioned directly over their corresponding radio-opaque markers’ center. In addition, the brim line, obturator foramen's major and minor axes, and femoral head center were positioned. c Landmarks for the calibration, navigation and verification images: ellipse to match the opening of the cup (acquired first), then ipsilateral teardrop using the marker, brim line as well as obturator foramen’s major and minor axes. d Landmarks for trial and final images: ellipse to match the opening of the cup (acquired first), then same landmarks as the hip reference image (b) but with the cup center instead of the femoral head center. Markers were used to validate the accuracy of the RA-THA platform, and are not part of the clinical use of the system
Fig. 4Measurement of acetabular component orientation (inclination/version) and LLD. a The inclination angle was determined in the C-arm detector plane, as the acute angle between the mediolateral (ML) axis (created with the ipsilateral and contralateral teardrop markers) and the inclination axis (intersection of the C-arm and cup planes). b The version angle was determined in the version plane (plane normal to the C-arm plane, passing through the version axis, which is normal to the cup plane), as the acute angle between the version axis and the projected axis (intersection of the C-arm and version planes). c The leg length was determined in the C-arm plane, as the perpendicular distance between the ML axis and the lesser trochanter marker. To determine the LLD, the post-operative and pre-operative hips were coregistered using the femoral center of rotation, and the angle in the C-arm plane between the ML axis and femoral axis (created with the proximal and distal femoral axis markers). The LLD was the difference between the post-operative and pre-operative measurements
Accuracy of reproducing the intraoperative plan
| Parameter | Mean |Δ| ± SD [CI 95%] | Paired | F test** | |Min|, |Max| | ||
|---|---|---|---|---|---|---|
| Manual | Robotic | Manual | Robotic | |||
| Sample size | 33 | 32a | 33 | 32a | ||
| Inclination (°) | 6.4 ± 4.9 [4.6–8.1] | 1.8 ± 1.3 [1.4–2.3] | 0.1, 21.7 | 0.3, 4.6 | ||
| Version (°) | 3.3 ± 2.8 [2.3–4.3] | 2.6 ± 2.3 [1.8–3.4] | 0.198 | 0.206 | 0.1, 11.3 | 0.0, 9.0 |
| LLD (mm) | 3.5 ± 4.1 [2.1–5.0] | 2.3 ± 2.4 [1.4–3.1] | 0.105 | 0.0, 18.7 | 0.0, 9.4 | |
The accuracy of inclination, version and leg length discrepancy (LLD) was determined as the mean absolute error (Mean |Δ|) between the values obtained from the processing of CMM acquisitions and the target values
SD standard deviation, CI confidence interval, |Min| absolute minimum value, |Max| absolute maximum value
aIncorrect CMM acquisition of the cup rim plane for one case (n = 32 for inclination and version), and lesser trochanter marker not acquired for one case (n = 32 for LLD)
*Group comparison of the mean absolute error (Mean |Δ|) using Student t test
**Group comparison of the variance using F test; significant p values (p < 0.05) in bold
Fig. 5Scatterplots of manual (top) and robotic (bottom) cases within the Lewinnek and Callanan safe zones. The acetabular component orientation is significantly more reproducible (fewer outliers) in the robotic group compared to the manual group (p = 0.002)