| Literature DB >> 32760149 |
Carolyn E Taylor1,2, Alex J Drew3, Yue Zhang4, Yuqing Qiu4, Kent N Bachus1,2,5, K Bo Foreman5,6, Heath B Henninger1,2.
Abstract
Percutaneous osseointegrated (OI) implants are increasingly viable as an alternative to socket suspension of prosthetic limbs. Upper extremity prostheses have also become more complex to better replicate hand and arm function and attempt to recreate pre-amputation functional levels. With more functionality comes heavier devices that put more stress on the bone-implant interface, which could be an issue for implant stability. This study quantified transhumeral loading at defined amputation levels using four simulated prosthetic limb-types: (1) body powered hook, (2) myoelectric hook, (3) myoelectric hand, and (4) advanced prosthetic limb. Computational models were constructed to replicate the weight distribution of each prosthesis type, then applied to motion capture data collected during Advanced Activities of Daily Living (AADLs). For activities that did not include a handheld weight, the body powered prosthesis bending moments were 13-33% (range of means for each activity across amputation levels) of the intact arm moments (reference 100%), torsional moments were 12-15%, and axial pullout forces were 30-40% of the intact case (p≤0.001). The myoelectric hook and hand bending moments were 60-99%, torsional moments were 44-97%, and axial pullout forces were 62-101% of the intact case. The advanced prosthesis bending moments were 177-201%, torsional moments were 164-326%, and axial pullout forces were 133-185% of the intact case (p≤0.001). The addition of a handheld weight for briefcase carry and jug lift activities reduced the overall impact of the prosthetic model itself, where the body powered forces and moments were much closer to those of the intact model, and more complex prostheses further increased forces and moments beyond the intact arm levels. These results reveal a ranked order in loading magnitude according to complexity of the prosthetic device, and highlight the importance of considering the patient's desired terminal device when planning post-operative percutaneous OI rehabilitation and training.Entities:
Mesh:
Year: 2020 PMID: 32760149 PMCID: PMC7410272 DOI: 10.1371/journal.pone.0237179
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.752
Metrics of prosthetic arm components for each model.
| Elbow Width (mm) | Forearm Mass (kg) | Wrist Width (mm) | Hand Mass (kg) | Hand Length (mm) | |
|---|---|---|---|---|---|
| 63.5 | 0.555 | 38.1 | 0.027 | 101.6 | |
| 76.2 | 1.013 | 54.0 | 0.416 | 152.4 | |
| 82.5 | 1.040 | 63.5 | 0.500 | 215.9 | |
| 77.3 | 1.875 | 63.5 | 1.525 | 195.0 |
Forearm mass included the mass of the integrated elbow components.
Peak average moments and forces and their associated activity and amputation length for each model.
| Mean ± SD | Bending Moment (Nm) | Torsional Moment (Nm) | Axial Force (N) | |||||||
|---|---|---|---|---|---|---|---|---|---|---|
| Jumping Jack | Internal Rotation | Jumping Jack | ||||||||
| 33.1 | ± | 13.3 | 19.8 | ± | 11.7 | 123.8 | ± | 29.4 | ||
| Jumping Jack | Jug Lift | Briefcase Carry | ||||||||
| 22.9 | ± | 2.6 | 4.3 | ± | 1.8 | 78.2 | ± | 6.3 | ||
| Jug Lift | Internal Rotation | Briefcase Carry | ||||||||
| 25.6 | ± | 2.9 | 10.0 | ± | 4.7 | 89.9 | ± | 6.7 | ||
| Jumping Jack | Internal Rotation | Briefcase Carry | ||||||||
| 29.8 | ± | 8.5 | 15.9 | ± | 7.4 | 94.5 | ± | 7.0 | ||
| Jumping Jack | Internal Rotation | Jumping Jack | ||||||||
| 26.3 | ± | 10.3 | 19.8 | ± | 11.7 | 106.1 | ± | 26.1 | ||
| Jug Lift | Jug Lift | Briefcase Carry | ||||||||
| 20.1 | ± | 2.3 | 4.3 | ± | 1.8 | 77.8 | ± | 6.3 | ||
| Jug Lift | Internal Rotation | Briefcase Carry | ||||||||
| 22.3 | ± | 2.5 | 10.0 | ± | 4.7 | 89.5 | ± | 6.7 | ||
| Jumping Jack | Internal Rotation | Briefcase Carry | ||||||||
| 24.4 | ± | 6.8 | 15.9 | ± | 7.4 | 94.1 | ± | 7.0 | ||
| Jumping Jack | Jumping Jack | |||||||||
| 48.4 | ± | 13.7 | 160.9 | ± | 21.8 | |||||
| Jumping Jack | Internal Rotation | Briefcase Carry | ||||||||
| 20.7 | ± | 7.8 | 19.8 | ± | 11.7 | 92.8 | ± | 10.5 | ||
| Jug Lift | Jug Lift | Briefcase Carry | ||||||||
| 17.4 | ± | 2.0 | 4.3 | ± | 1.8 | 75.8 | ± | 6.1 | ||
| Jug Lift | Internal Rotation | Briefcase Carry | ||||||||
| 19.1 | ± | 2.2 | 10.0 | ± | 4.7 | 87.5 | ± | 6.6 | ||
| Jug Lift | Internal Rotation | Briefcase Carry | ||||||||
| 20.1 | ± | 2.3 | 15.9 | ± | 7.4 | 92.1 | ± | 6.9 | ||
| Jumping Jack | Jumping Jack | |||||||||
| 38.9 | ± | 10.7 | 155.4 | ± | 21.2 | |||||
Global maxima are highlighted in .
Difference between intact and prosthetic models.
| 13.2–33.3% | 12.0–15.3% | 29.9–39.7% | |
| 59.8–73.1% | 51.6–93.7% | 61.9–82.9% | |
| 89.1–98.8% | 44.3–97.4% | 75.0–100.7% | |
| 177.2–201.4 % | 163.5–325.5% | 133.4–185.1% | |
| 82.9–91.9% | 90.1–90.5% | 73.7–82.0% | |
| 92.6–97.4% | 97.2–97.5% | 85.2–94.6% | |
| 97.6–101.7% | 101.8–102.3% | 89.9–99.9% | |
| 112.9–118.7% | 116.7–119.8% | 110.8–125.6% | |
Reported values are the range of percent difference of prosthetic models compared to the intact model (100%) across all activities and amputation levels.
* indicates statistical signifiance between the intact and prosthetic model (p≤0.030)
Activity loads compared to failure loads reported in the literature.
| Study | Reported | Bending (Nm) | Torsional (Nm) | Axial Force (N) |
|---|---|---|---|---|
| Maximum activity loads | 40.7 ± 9.4 | 24.9 ± 11.2 | 138.7 ± 21.4 | |
| Maximum reported value | 37.2 ± 2.9 | 15.6 ±3.4 | 109.1 ± 7.2 | |
| Maximum activity loads | 58.8 ± 16.8 | 31.8 ± 14.7 | 161.9 ± 21.7 | |
| Yield Mean Range | 784.2–1,818.1 | |||
| Ultimate failure mean range | 70.3–119.4 | 1,325.1–5,120.3 | ||
| Ultimate failure load | NA | NA | ||
Both failure studies used a cementless press-fit intramedullary stem. Drew & Taylor et al. [22] tested a transhumeral porous coated implant for percutaneous OI attachment (DJO Surgical, Austin, Texas). Welke et al. [26] tested an established cementless intramedullary stem (MUTARS Implantcast, Germany).
* Overlap between failure and daily loading values