| Literature DB >> 35047754 |
Mario Milazzo1, Andrea Spezzaneve1, Guja Astrea2, Francesca Giorgolo3, Alessandro Tonacci4, Francesco Sansone4, Marco Calderisi3.
Abstract
Inherited muscular dystrophies and congenital myopathies present in early childhood with progressive muscle weakness, determining severe motor limitations. Active surveillance and management of associated complications have improved ambulation, function, quality of life and life expectancy. The need for repeatable, objective and quantitative measures to monitor the clinical course of the disease is a current issue, particularly in the new era where new flows of therapies are proposed to the patients. In this scenario, we designed and tested a wearable device termed AUTOMA that is able to provide quantification of the muscular impairment in the upper limb upon isokinetic tests through the integration of a force sensor and an electric goniometer. This allows qualitatively estimating the muscular functions with a systematic procedure. We carried out a preliminary pilot study on 9 patients that revealed the suitability of AUTOMA as an objective measurement tool for diagnosing and monitoring neuromuscular disorders, and opens to a more extensive clinical study in which to test and validate our platform intensively. ©2021 Gaetano Conte Academy - Mediterranean Society of Myology, Naples, Italy.Entities:
Keywords: clinical monitoring; neuromuscular disorders; rehabilitation; sensing; upper limb function; wearable devices
Mesh:
Year: 2021 PMID: 35047754 PMCID: PMC8744014 DOI: 10.36185/2532-1900-057
Source DB: PubMed Journal: Acta Myol ISSN: 1128-2460
Figure 1.AUTOMA: hardware components. Panel A. 3D CAD model of AUTOMA composed of an elastic sleeve (in blue) and two types of sensors (a – electro-goniometer case; b – force sensor). Panels B1-B2: case for the electro-goniometer (I) and for the addition of a potential inertial unit - IMU (II) (not used for the validation in this study). Panels B3: Biometrics electro-goniometer SG150 model. Panels C1-C2: case (bracelet) for the force sensor (III) with an internal coating of polyurethane (IV) to assure comfort and to prevent slippage between the bracelet and the sleeve. Panel D. The complete system assembled on a dummy including the box containing the electronics. Panel E: AUTOMA worn by a subject: the bracelet was placed close to the wrist as specified by MMTs protocols implemented in the experiments.
Figure 2.Calibrating AUTOMA. Panel A. Indentation machine. Panel B. Manual goniometer used by therapists. Panel C. Calibration curve. The red dots resemble the check-points for the calibration.
Figure 3.Isokinetic tests. Panels A to C show three different steps of the test with AUTOMA and the simultaneous data collection.
Figure 4.Gathering data with AUTOMA. Panel A. Using AUTOMA to perform MMT10. Panel B. Example of the acquisitions, showing the raw measured Force (g), raw angular displacement (degrees - °) and, in the bottom panel, the smoothed angle curve after filtering the signal (yellow line) and the first derivative of the smoothed signal. Note. Dashed lines are in correspondence of the first and the last Force numerical value above 100 g. Solid horizontal lines represent the bounds (+25/-25 °/ms) for the smoothed Angle derivative values. Solid vertical lines represent the first and the last value where the Angle derivative crosses the thresholds.
Number of patients available for each disease severity level, ranging from 2 to 4 in the MRC scale and average PUL score for the upper limb tasks.
| MMT item | MRC score | Number of patients examined | ||
|---|---|---|---|---|
| 2 | 3 | 4 | ||
|
| 0 | 4 | 3 | 7 |
|
| 1 | 5 | 3 | 9 |
|
| 17/34 | 32/34 | 34/34 | - |
Note. The average PUL score is not given for the patients with myopathy since the PUL test is not standardized test for such a disorder.
Figure 5.Whisker plots for the Force (Panel A) and the Mean Angular Velocity (Panel B) for each item in relation to the MRC.
Shapiro-Wilk normality test p-values.
| MMT item | Index | MRC scale | ||
|---|---|---|---|---|
| 2 | 3 | 4 | ||
|
| Force | 0.583 | 0.400 | 0.241 |
| Angular velocity | 0.0376 | 0.00572 | 0.446 | |
|
| Force | - | 0.316 | 0.184 |
| Angular velocity | - | 0.00215 | 0.362 | |
Levene homoskedasticity test p-values.
| Index | MMT9 | MMT10 |
|---|---|---|
| Force | 0.583 | 0.400 |
| Angular velocity | 0.0376 | 0.00572 |
Results table of Tukey’s method of honestly significant differences adjusted with the Bonferroni method for the force index in MMT9.
| Linear hypothesis | Estimate | Std. error | t-value | Pr(>|t|) |
|---|---|---|---|---|
| MRC 2 – MRC 4 = 0 | -1816.2 | 219.5 | -8.276 | 1.70e-11 |
| MRC 3 – MRC 4 = 0 | -1137.8 | 150.7 | -7.551 | 3.67e-10 |
| MRC 3 – MRC 2 = 0 | 678.5 | 193.7 | 3.503 | 2.42e-03 |
Results table of Mann-Whitney test for angular velocity in MMT 9.
| Hypothesis tested | W | p-value |
|---|---|---|
| MRC 2 | 383 | 2.5e-05 |
| MRC 2 | 118 | 2.5e-02 |
| MRC 3 | 312 | 0.19 |