| Literature DB >> 34199273 |
Christian Maurer-Grubinger1, Fabian Holzgreve1, Laura Fraeulin1, Werner Betz2, Christina Erbe3, Doerthe Brueggmann1, Eileen M Wanke1, Albert Nienhaus4, David A Groneberg1, Daniela Ohlendorf1.
Abstract
Traditional ergonomic risk assessment tools such as the Rapid Upper Limb Assessment (RULA) are often not sensitive enough to evaluate well-optimized work routines. An implementation of kinematic data captured by inertial sensors is applied to compare two work routines in dentistry. The surgical dental treatment was performed in two different conditions, which were recorded by means of inertial sensors (Xsens MVN Link). For this purpose, 15 (12 males/3 females) oral and maxillofacial surgeons took part in the study. Data were post processed with costume written MATLAB® routines, including a full implementation of RULA (slightly adjusted to dentistry). For an in-depth comparison, five newly introduced levels of complexity of the RULA analysis were applied, i.e., from lowest complexity to highest: (1) RULA score, (2) relative RULA score distribution, (3) RULA steps score, (4) relative RULA steps score occurrence, and (5) relative angle distribution. With increasing complexity, the number of variables times (the number of resolvable units per variable) increased. In our example, only significant differences between the treatment concepts were observed at levels that are more complex: the relative RULA step score occurrence and the relative angle distribution (level 4 + 5). With the presented approach, an objective and detailed ergonomic analysis is possible. The data-driven approach adds significant additional context to the RULA score evaluation. The presented method captures data, evaluates the full task cycle, and allows different levels of analysis. These points are a clear benefit to a standard, manual assessment of one main body position during a working task.Entities:
Keywords: dental assistant; dental treatment concept; dentist; ergonomics; human factors; inertial motion units; kinematic analysis; wearable sensors; work place evaluation
Mesh:
Year: 2021 PMID: 34199273 PMCID: PMC8231853 DOI: 10.3390/s21124077
Source DB: PubMed Journal: Sensors (Basel) ISSN: 1424-8220 Impact factor: 3.576
Figure 1Dental treatment concepts 1 and 2. In both illustrated dental treatment concepts, dentists treat on the left chair (9 o’clock), while dental assistants treat on the right chair (3 o’clock). In treatment concept 1, the functional area is divided, while in treatment concept 2, dentist and assistant share the same functional area.
Figure 2RULA worksheet including all relevant steps.
Figure 3Five main processing stages to calculate the RULA score for time-dependent signals. The displayed processing stages highlight the key features of the workflow (only a small subset of variables is displayed). Raw data 1: the limits for the specific joints are applied for all time points, leading to a downscaling of the resolution. For some steps, more than one joint is used, and the final score for this step is calculated by adding the individual scores at every time point 2. The score for the arm is calculated by a look up table for all time points 3. A similar procedure is used to combine the final score for the arm (step 8) and the final score for the trunk (step 15) for every time point 4. The RULA score is calculated based on the median value of the whole time series 5.
RULA modifications. This table sums up the modifications to several original RULA steps that were applied in order to quantify and automate qualified thresholds.
| Parameters | Modifications of the RULA Parameters | |
|---|---|---|
| STEP 1 | Shoulder raising | The IMU system computed the elevation of the shoulder girdle, thus angles over 5° add +1 to the “shoulder raising score”. |
| Upper arm abduction | Abduction angles superior to 45° lead to +1 to the “upper arm score” [ | |
| Arm supported | During dental tasks, the arms were not supported so the “arm supported score” was set so 0 [ | |
| STEP 2 | Arm working across midline or out to side of body | We added +1 to the “lower arm score” when the forearm worked across midline or outside of body. These events were computed using the IMU data. |
| STEP 3 | Wrist bending from midline | When the radio-ulnar deviation angle was inferior to −10° (radial deviation) or superior to 10° (ulnar deviation), +1 was added to the “wrist score” [ |
| STEP 4 | Wrist twist | For wrist rotation angles between 45° and −45°, we added +1 to the “wrist twist score”, while rotation angles from 45° to 90° or −45° to −90° lead to +2 to the “wrist twist score”. The RULA score does not specify the amount of wrist bend. |
| STEP 6 | Muscle use score of arm and wrist | Static and dynamic muscle use was estimated based on the time dependency of the joint movement. |
| STEP 9 + 10 | Neck and trunk twist | When the head/trunk rotation angle was inferior to −10° or superior to 10°, +1 was added to the “neck position score”/“trunk position score” [ |
| Locate trunk position | The nomenclature of the trunk position in the sagittal plane was adjusted. Briefly, −5° to 5° lead to +1, +5° to +20° lead to +2, and +20° to +60° or <−5° lead to +3 and >+60° lead to +4. | |
| Neck and trunk side bending | When the head/trunk angle in the frontal plane was inferior to −10° or superior to 10°, +1 was added to the “neck position score”/“trunk position score” [ | |
| STEP 11 | Legs and feet supported | The “leg score” was fixed to +1 as the dental professionals remained seated during their tasks, and therefore, legs and feet were supported. |
| STEP 13 | Muscle use score of neck, trunk, and legs | Static and dynamic muscle use was estimated based on the time dependency of the joint movement. |
| STEP 14 | Force/load score | This score was fixed to 0, since no weight over 2 kg is lifted in the dental practice. |
RULA modifications. This table is an extension of Table 1. We added information about the specific joint number and degree of freedom of the Xsens software of each parameter. Furthermore, we explained in detail how the muscle use score was calculated.
| Parameters | Modifications of the RULA Parameters | |
|---|---|---|
| STEP 1 | Shoulder raising | The IMU system computed the elevation of the shoulder girdle (r joint no. 7, l joint no. 11, dimension 1), thus for angles over 5°, add +1 to the “shoulder raising score”. |
| Upper arm abduction | Abduction angles (joint no. 8, l joint no. 12, dimension 1) superior to 45° lead to +1 to the “upper arm score” [ | |
| Arm supported | During dental tasks, the arms were not supported so the “arm supported score” was set so 0 [ | |
| STEP 2 | Arm working across midline or out to side of body | The posterior anterior direction was obtained based on the orientation of the segment T8. The joint center for the right (10) and left (14) forearm in the frontal plane (with respect to T8) was used to determine the working position of the arm. To account for different body types between genders, a body width of 40 cm was assumed for male subjects and a body width of 36 cm was assumed for female subjects. |
| STEP 3 | Wrist bending from midline | When the radio-ulnar deviation angle (r joint no. 10, l joint no. 14, dimension 1) was inferior to −10° (radial deviation) or superior to 10° (ulnar deviation), +1 was added to the “wrist score” [ |
| STEP 4 | Wrist twist | For wrist rotation angles (r joint no. 10, l joint no. 14, dimension 2) between 45° and −45°, we added +1 to the “wrist twist score”, while rotation angles from 45° to 90° or −45° to −90° lead to +2 to the “wrist twist score”. The RULA score does not specify the amount of wrist bend. |
| STEP 6 | Muscle use score of arm and wrist | The static posture score was calculated as follows: we considered the sagittal and frontal shoulder joint movements. No arm support was allowed. Here, the position of the hand segment needed to be above the segment L5. Based on the angular velocity of the shoulder joint, we calculated intervals, which define static or dynamic movement. Therefore, static movement started with frames with angular velocities ω < 5°/s and stopped if ω ≥ 10°/s or with angular differences (start to stop) ≥ 7.5° and a duration of > 10 s (DGUV). All frames that meet this condition add +1 to the “muscle use score”. |
| STEP 9 + 10 | Neck and trunk twist | When the head/trunk rotation angle (neck: joint no. 6/trunk: ∑ joint no. 1–4, dimension 2) was inferior to −10° or superior to 10°, +1 was added to the “neck position score”/“trunk position score” [ |
| Locate trunk position | The nomenclature of the trunk position in the sagittal plane was adjusted. Briefly, −5° to 5° lead to +1, +5° to +20° lead to +2, and +20° to +60° or <−5° lead to +3 and >+60° lead to +4. | |
| Neck and trunk side bending | When the head/trunk angle in the frontal plane (neck: joint no. 6/trunk: ∑ joint no. 1–4, dimension 1) was inferior to −10° or superior to 10°, +1 was added to the “neck position score”/“trunk position score” [ | |
| STEP 11 | Legs and feet supported | The “leg score” was fixed to +1 as the dental professionals remained seated continuously during their tasks, and therefore, legs and feet were supported. |
| STEP 13 | Muscle use score of neck, trunk, and legs | Analogous to the analysis of arms and wrists, a score of +1 was added if the work was static or repetitive. In this case, the angular velocities of the neck/cervical spine and lower back/lumbar spine were considered whether the muscle work was static or not. |
| STEP 14 | Force/load score | This score was fixed to 0, since no weight over 2 kg is moved in the dental practice. |
Figure 4Complexity versus resolution. The complexity was based on the number of variables used in the individual steps. The resolution is based on the number of scores or on the number angles, where 1° bins were used.
Summary of the five levels of complexity. The complexity versus the resolution is also plotted in Figure 4. The complexity is calculated based on the number of variables or the number of variables times bins (whatever is applicable). The resolution is estimated based on the number of possible values. Test statistic was applied, and number of significant findings were carried out. min p: the maximal significance that was found.
| Parameter set | Complexity | Resolution | Test | Significant Difference | min | Correction | Effective |
|---|---|---|---|---|---|---|---|
| RULA score | 1 | 7 | Wilcoxon rank sum | No | 0.5765 | No | |
| Relative RULA score occurrence | 7 | 700 | Wilcoxon rank sum | No | 0.1402 | Bonferroni | 0.007 |
| RULA step score | 8 | 56 | Wilcoxon rank sum | No | 0.0363 | Bonferroni | 0.0063 |
| Relative RULA step score occurrence | 56 | 5600 | Wilcoxon rank sum | 2 | <0.001 | Bonferroni | 0.0014 |
| Relative angle distribution | 1400 | 120,000 | SPM | 4 | <0.001 | Bonferroni | 0.0021 |
Figure 5Levels of complexity. The plots show the different metrics calculated from the IMU-based RULA assessment. From top to bottom, the graphs increase the complexity. The RULA score has only one value per condition. C1 indicates treatment concept 1, and C2 indicates treatment concept 2.