| Literature DB >> 32659958 |
Martina Zaltieri1, Carlo Massaroni1, Daniela Lo Presti1, Marco Bravi2, Riccardo Sabbadini1, Sandra Miccinilli2, Silvia Sterzi2, Domenico Formica3, Emiliano Schena1.
Abstract
Low back pain (LBP) is one of the musculoskeletal disorders that most affects workers. Among others, one of the working categories which mainly experiences such disease are video terminal workers. As it causes exploitation of the National Health Service and absenteeism in workplaces, LBP constitutes a relevant socio-economic burden. In such a scenario, a prompt detection of wrong seating postures can be useful to prevent the occurrence of this disorder. To date, many tools capable of monitoring the spinal range of motions (ROMs) are marketed, but most of them are unusable in working environments due to their bulkiness, discomfort and invasiveness. In the last decades, fiber optic sensors have made their mark allowing the creation of light and compact wearable systems. In this study, a novel wearable device embedding a Fiber Bragg Grating sensor for the detection of lumbar flexion-extensions (F/E) in seated subjects is proposed. At first, the manufacturing process of the sensing element was shown together with its mechanical characterization, that shows linear response to strain with a high correlation coefficient (R2 > 0.99) and a sensitivity value (Sε) of 0.20 nm∙mε-1. Then, the capability of the wearable device in measuring F/E in the sagittal body plane was experimentally assessed on a small population of volunteers, using a Motion Capture system (MoCap) as gold standard showing good ability of the system to match the lumbar F/E trend in time. Additionally, the lumbar ROMs were evaluated in terms of intervertebral lumbar distances (Δ d L 3 - L 1 ) and angles, exhibiting moderate to good agreement with the MoCap outputs (the maximum Mean Absolute Error obtained is ~16% in detecting Δ d L 3 - L 1 ). The proposed wearable device is the first attempt for the development of FBG-based wearable systems for workers' safety monitoring.Entities:
Keywords: Fiber Bragg Grating sensors; low back pain; occupational safety; video terminal workers; wearable devices
Mesh:
Year: 2020 PMID: 32659958 PMCID: PMC7411829 DOI: 10.3390/s20143825
Source DB: PubMed Journal: Sensors (Basel) ISSN: 1424-8220 Impact factor: 3.576
Figure 1Manufacturing process of the flexible FBG-based sensing element. (A): Schematic of the fabrication steps; (B). Details of the phases I., V. and VI.
Figure 2The flexible FBG-based sensing element. (A): Shape and size of the sensor in frontal view (up), lateral view (middle) and warped configuration (bottom); (B): Details of the sensor in frontal view (up), lateral view (middle) and warped configuration (bottom).
Figure 3The flexible element in four different configurations: (A) twisting, (B) bending, (C) folding and (D) stretching.
Figure 4Response to strain of the sensing element. Trend of the calibration curve (blue curve) and its uncertainty (green shadow).
Figure 5Experimental set up. (A). Back view showing the posterior part of the wearable device and the positioning of the flexible sensor (red rectangle) and the photo-reflective markers; (B). Frontal view showing the anterior part of the wearable device, the MoCap cameras, the optical interrogator and the laptop.
Figure 6The distance (left image) and the lumbar angle θ (right image) retrieved from markers’ trajectories.
Figure 7(1) The wearable output (ΔλB), (2) the distance between L1 and L3 (Δ) and (3) the lumbar angle (θ) trends obtained per each trial. (a): Trial 1; (b): Trial 2; (c): Trial 3; (d): Trial 4; (e): Trial 5; (f): Trial 6; (g): Trial 7; (h): Trial 8.
Calibration coefficient β used to reconstruct ΔdΔλB from ΔλB and R2 coefficients resulting from the linear regression between and ΔλB.
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| β [cm·nm−1] | 1.38 | 2.10 | 2.78 | 1.08 | 1.43 | 0.32 | 1.45 | 1.84 |
| R2 | 0.92 | 0.78 | 0.89 | 0.66 | 0.91 | 0.93 | 0.88 | 0.88 |
MAEΔd values used to quantify the difference between the distance and the reconstructed distance ΔdΔλB.
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| MAEΔd [cm] | 0.33 | 0.18 | 0.21 | 0.14 | 0.14 | 0.07 | 0.28 | 0.29 |
Figure 8(1) The distance between L1 and L3 evaluated by the MoCap (Δ) and (2) the reconstructed distance ( ) obtained per each trial. (a): Trial 1; (b): Trial 2; (c): Trial 3; (d): Trial 4; (e): Trial 5; (f): Trial 6; (g): Trial 7; (h): Trial 8.