| Literature DB >> 24996973 |
Tomas Lang, Sebastian Staufer, Barbara Jennes, Peter Gaengler1.
Abstract
BACKGROUND: Clinical validation of laboratory toothbrushing tests has important advantages. It was, therefore, the aim to demonstrate correlation of tooth cleaning efficiency of a new robot brushing simulation technique with clinical plaque removal.Entities:
Mesh:
Year: 2014 PMID: 24996973 PMCID: PMC4094541 DOI: 10.1186/1472-6831-14-82
Source DB: PubMed Journal: BMC Oral Health ISSN: 1472-6831 Impact factor: 2.757
Figure 1Example of photographic documentation of the clinical programme (A-F) and the robot programme (G-I). A-C: stained plaque after 3-day plaque regrowth. D-F: same teeth, stained plaque after 20s of toothbrushing. G-I: typodont with simulated plaque after toothbrushing.
Figure 2Tested toothbrushes. A: Dr.Best® plus medium. B: Dr.Best® Interdent medium (GlaxoSmithKline, Buehl, Germany).
Figure 3Toothbrushing simulation unit. A: six-axis robot, B: calibrating graticule. C: two shields for calibrating the brushing force. D: mounting plate for mandibular typodont dentition 33–48.
Comparison of mean values of residual plaque (not completely cleaned planimetrical fields, the maximum score of the planimetrical plaque Index is 9 (score 1 in each field A-I, the minimal score is =0 (no residual plaque in all 9 fields at the oral or buccal site)) in subjects and in robot testing
| | |||||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 47 | oral | 3,48 | 5,14 | −3,78 | (***) | 4,11 | 4,50 | −0,72 | | 4,33 | 6,57 | −5,67 | (***) |
| | buccal | 3,81 | 1,64 | 5,93 | (***) | 4,37 | 1,64 | 6,80 | (***) | 4,15 | 3,79 | 0,84 | |
| 46 | oral | 3,41 | 4,57 | −2,37 | (**) | 3,74 | 3,93 | −0,37 | | 4,26 | 6,64 | −8,67 | (***) |
| | buccal | 3,52 | 1,93 | 3,91 | (***) | 3,30 | 2,36 | 1,80 | (*) | 3,59 | 2,79 | 1,94 | (*) |
| 45 | oral | 3,30 | 1,57 | 3,82 | (***) | 3,37 | 1,43 | 4,03 | (***) | 3,63 | 6,14 | −5,45 | (***) |
| | buccal | 3,41 | 2,21 | 3,32 | (***) | 2,89 | 2,00 | 2,09 | (**) | 3,15 | 3,50 | −0,79 | |
| 44 | oral | 2,89 | 2,43 | 1,22 | | 2,96 | 2,14 | 1,70 | (*) | 3,48 | 6,14 | −5,16 | (***) |
| | buccal | 2,74 | 1,36 | 3,70 | (***) | 2,70 | 1,21 | 3,27 | (***) | 3,04 | 3,29 | −0,49 | |
| 43 | oral | 3,00 | 1,71 | 3,78 | (***) | 2,78 | 1,29 | 2,81 | (***) | 3,07 | 3,43 | −0,64 | |
| | buccal | 2,00 | 1,64 | 0,89 | | 1,93 | 1,93 | −0,01 | | 2,11 | 2,79 | −1,33 | |
| 42 | oral | 3,07 | 1,14 | 4,29 | (***) | 2,93 | 1,43 | 3,53 | (***) | 3,04 | 1,50 | 3,17 | (***) |
| | buccal | 2,15 | 0,57 | 4,56 | (***) | 1,85 | 0,57 | 3,85 | (***) | 2,00 | 3,29 | −2,44 | (**) |
| 41 | oral | 2,96 | 1,93 | 2,80 | (**) | 2,89 | 2,64 | 0,59 | | 2,89 | 2,79 | 0,17 | |
| | buccal | 2,37 | 0,21 | 6,49 | (***) | 1,81 | 0,64 | 3,40 | (***) | 2,44 | 3,50 | −2,02 | |
| 31 | oral | 2,33 | 1,93 | 1,24 | | 2,52 | 1,21 | 3,28 | (***) | 2,67 | 3,14 | −0,72 | |
| | buccal | 2,22 | 0,86 | 3,66 | (***) | 1,78 | 1,07 | 1,89 | (*) | 2,37 | 2,64 | −0,51 | |
| 32 | oral | 2,37 | 1,57 | 1,95 | (*) | 2,37 | 1,21 | 2,97 | (***) | 2,56 | 2,29 | 0,39 | |
| | buccal | 1,96 | 0,93 | 3,04 | (***) | 1,59 | 1,21 | 1,11 | | 2,11 | 2,57 | −1,06 | |
| total | oral | 26,81 | 22,00 | 2,15 | (**) | 27,67 | 19,79 | 2,75 | (***) | 29,93 | 38,64 | −2,55 | (**) |
| buccal | 24,19 | 11,36 | 5,17 | (***) | 22,22 | 12,64 | 3,48 | (***) | 24,96 | 28,14 | −1,00 | ||
Number of observations: clinical study: n = 27, robot study: n = 14.
The null hypothesis of the equity between the mean values of subject versus robot was rejected with a significance level of (*): p < 0.10, (**): p < 0.05, (***): p < 0.01.
Figure 4Comparison of different brushing techniques between the robot and the subjects. Cumulative number of not completely cleaned planimetrical fields of teeth 32–47, both toothbrushes and all subjects and robot cycles (total number of fields 9x9 = 81). Explanation: Number of observations: n = 27 subjects; n = 14 robot runs. The mean of a series is depicted using a black point, while the median is drawn as a line through the center of the box. The box represents the middle 50 percent of the data. At both sides it is connected with the last data point within the 1.5* interquartile range from the first resp. third quartile. Data points outside are defined as (°) outliers.
Figure 5Correlation of not cleaned planimetrical fields (range of 0–9 fields) in clinical versus robot tests. Cleaning patterns tooth by tooth 32 to 47, toothbrush A (Plus) versus toothbrush B (Interdent). Robot cleaning efficacy is slightly higher compared to the cleaning efficacy of the subjects (except for tooth 46 and 47 orally), mean values of number of oral (left) and buccal fields (right) with residual plaque. Number of observations: n = 27 clinical study; n = 14 robot study. Spearman rank correlation coefficients: Oral: B(hor) vs. B(rot): r = 0.62 (0.05 < p < 0.10). B(hor) vs. A(hor): r = 0.68 (0.01 < p < 0.05). B(hor) vs. A(rot): r = 0.80 (p < 0.01). B(rot) vs. A(hor): r = 0.73 (0.01 < p < 0.05). B(rot) vs. A(rot): r = 0.87 (p < 0.01). A(hor) vs. A(rot): r = 0.83 (p < 0.01). Buccal: B(hor) vs. B(rot): r = 0.80 (p < 0.01). B(hor) vs. A(hor): r = 0.48 (p > 0.10). B(hor) vs. A(rot): r = 0.73 (0.01 < p < 0.05). B(rot) vs. A(hor): r = 0.45 (p > 0.10). B(rot) vs. A(rot): r = 0.77 (p < 0.01). A(hor) vs. A(rot): r = 0.60 (0.05 < p < 0.10).
Multivariate OLS-analysis of residual plaque in clinical and robot study – Estimated Coefficients
| 32,98 | 28,33 | |
| 8,36 | 7,85 | |
| 0,85 | 0,96 | |
| 1,88 | 2,16 | |
| 3,33 | 2,90 |
Explanations: Number of observations: n = 24. π π : Estimated coefficients of exogenous variables.
BMH: Horizontal brushing movement, TBA: Toothbrush A, LING: Lingual site, ABS1: Incisors and canines, ABS2: premolars. t-values in parentheses. (*), (**), (***): the null hypothesis “estimated coefficient is not different from zero” can be rejected at a significance level of 10, 5 resp. 1 percent. R 2: coefficient of determination. DW: Durbin-Watson test for autocorrelation of the residuals. BPG: Breusch-Pagan-Godfrey test for heteroscedasticity.