| Literature DB >> 32443628 |
Eugenia Baena1, Sandra R Cunha2,3,4, Tatjana Maravić2,5, Allegra Comba2, Federica Paganelli2, Giulio Alessandri-Bonetti2, Laura Ceballos1, Franklin R Tay6, Lorenzo Breschi2, Annalisa Mazzoni2.
Abstract
The aim of the present study was to evaluate the effect of 0.1% chitosan (Ch) solution as an additional primer on the mechanical durability and enzymatic activity on dentine using an etch-and-rinse (E&R) adhesive and a universal self-etch (SE) adhesive. Microtensile bond strength and interfacial nanoleakage expression of the bonded interfaces for all adhesives (with or without pretreatment with 0.1% Ch solution for 1 min and air-dried for 5 seconds) were analyzed immediately and after 10,000 thermocycles. Zymograms of protein extracts from human dentine powder incubated with Optibond FL and Scotchbond Universal on untreated or Ch-treated dentine were obtained to examine dentine matrix metalloproteinase (MMP) activities. The use of 0.1% Ch solution as an additional primer in conjunction with the E&R or SE adhesive did not appear to have influenced the immediate bond strength (T0) or bond strength after thermocycling (T1). Zymography showed a reduction in MMP activities only for mineralized and demineralized dentine powder after the application of Ch. Application of 0.1% Ch solution does not increase the longevity of resin-dentine bonds. Nonetheless, the procedure appears to be proficient in reducing dentine MMP activities within groups without adhesive treatments. Further studies are required to comprehend the cross-linking of Ch with dentine collagen.Entities:
Keywords: bond strength; chitosan; cross-linkers; matrix metalloproteinases; zymography
Mesh:
Substances:
Year: 2020 PMID: 32443628 PMCID: PMC7280998 DOI: 10.3390/md18050263
Source DB: PubMed Journal: Mar Drugs ISSN: 1660-3397 Impact factor: 5.118
Groups and clinical procedure for microtensile bond strength test.
| Sample Preparation | |
|---|---|
|
| Dentine etching for 15 s with 37.5% phosphoric-acid gel (Kerr, Orange, CA, USA) followed by water rinsing and application of primer and bonding (Optibond FL, Kerr) following the manufacturer’s instructions |
|
| Dentine etching as for G1. Pretreatment with 0.1% Ch water-solution for 1 min and air-drying for 5 s. Application of primer and bonding (Optibond FL, Kerr) following manufacturer’s instructions on the Ch-treated dentine. |
|
| Scotchbond Universal (3M ESPE, St. Paul, MN, USA) application in self-etch mode on mineralized dentine according to the manufacturer’s instructions. |
|
| Mineralized dentine treated with 0.1 % Ch for 1 min and air-dried for 5 s. followed by SBU adhesive applied as for Group 3. |
Microtensile bond strengths (mean ± SD, in MPa) of adhesive groups with and without Ch immediately after bonding (T0) and after thermocycling (T1).
| T0 | T1 | |
|---|---|---|
|
| 41.3 (14.5)Aa | 32.2 (12.9)Ba |
|
| 38.0 (7.7)Aa | 29.2 (14.1)Ba |
|
| 25.0 (16.5)Bb | 30.4 (11.8)Aa |
|
| 28.1 (14.3)Bb | 33.1 (17.0)Aa |
For comparison among the adhesive groups with and without Ch for T0 and T1, different lower-case letters in the same columns are significantly different (p < 0.05). Different upper-case letters in the same row means a significant difference (p < 0.05) in the bond strength between the factor time. Percentages of the failure modes (in parentheses) were classified as: A, adhesive; CC, cohesive in resin composite; CD, cohesive in dentine and M, mixed failure.
2 × 4 contingency table comparing nanoleakage distribution between OFL-T0 and OFL-Ch-T0 using the Fisher–Freeman–Halton statistic.
| 0%–25% | 25%–50% | 50%–75% | 75%–100% | Total | |
|---|---|---|---|---|---|
|
| 6 | 3 | 1 | 0 | 10 |
|
| 2 | 0 | 4 | 4 | 10 |
|
| 8 | 3 | 5 | 4 | 20 |
PA = 0.0095, where PA: the probability of the observed array of cell frequencies plus the sum of the probabilities of all other cell frequency arrays (such as would be consistent with the observed marginal totals) that are equal to or smaller than the probability of the observed array. PB = 0.0080, where PB: the probability of the observed array of cell frequencies plus the sum of the probabilities of all other cell-frequency arrays (such as would be consistent with the observed marginal totals) that are smaller than the probability of the observed array. The difference in the nanoleakage distribution at time T0 between the two groups is significantly different (p < 0.05). PA and PB are both non-directional (two-tailed) probabilities. Number of tables evaluated = 112. Note: Chi-square test was not performed on the data set because more than 20% of the cells have an expected frequency of less than 5, and that some cells have an expected frequency smaller than 1.0.
2 × 4 contingency table comparing the nanoleakage distribution between OFL-T1 and OFL-Ch-T1 using the Fisher–Freeman–Halton statistic.
| 0%–25% | 25%–50% | 50%–75% | 75%–100% | Total | |
|---|---|---|---|---|---|
|
| 5 | 4 | 1 | 0 | 10 |
|
| 1 | 3 | 5 | 1 | 10 |
|
| 6 | 7 | 6 | 1 | 20 |
PA = 0.0069, where PA: the probability of the observed array of cell frequencies plus the sum of the probabilities of all other cell frequency arrays (such as would be consistent with the observed marginal totals) that are equal to or smaller than the probability of the observed array. PB = 0.0062, where PB: the probability of the observed array of cell frequencies plus the sum of the probabilities of all other cell frequency arrays (such as would be consistent with the observed marginal totals) that are smaller than the probability of the observed array. The difference in the nanoleakage distribution at time T1 between the two groups is significantly different (p < 0.05). PA and PB are both non-directional (two-tailed) probabilities. Number of tables evaluated = 80. Note: Chi-square test was not performed on the data set because more than 20% of the cells have an expected frequency of less than 5, and that some cells have an expected frequency smaller than 1.0.
2 × 4 contingency table comparing the nanoleakage distribution between SBF-T0 and SBF-Ch-T0 using the Fisher–Freeman–Halton statistic.
| 0%–25% | 25%–50% | 50%–75% | 75%–100% | Total | |
|---|---|---|---|---|---|
|
| 1 | 3 | 1 | 5 | 10 |
|
| 4 | 1 | 1 | 4 | 10 |
|
| 5 | 4 | 2 | 9 | 20 |
PA = 0.5726, where PA: the probability of the observed array of cell frequencies plus the sum of the probabilities of all other cell frequency arrays (such as would be consistent with the observed marginal totals) that are equal to or smaller than the probability of the observed array. PB = 0.4908, where PB: the probability of the observed array of cell frequencies plus the sum of the probabilities of all other cell frequency arrays (such as would be consistent with the observed marginal totals) that are smaller than the probability of the observed array. The difference in the nanoleakage distribution at time T0 between the two groups is not significantly different (p > 0.05). PA and PB are both non-directional (two-tailed) probabilities. Number of tables evaluated = 88. Note: Chi-square test was not performed on the data set because more than 20% of the cells have an expected frequency of less than 5, and that some cells have an expected frequency smaller than 1.0.
2 × 4 contingency table comparing the nanoleakage distribution between SBF-T1 and SBF-Ch-T1 using the Fisher–Freeman–Halton statistic.
| 0%–25% | 25%–50% | 50%–75% | 75%–100% | Total | |
|---|---|---|---|---|---|
|
| 2 | 5 | 3 | 0 | 10 |
|
| 3 | 2 | 5 | 0 | 10 |
|
| 5 | 7 | 9 | 0 | 20 |
PA = 0.5226, where PA: the probability of the observed array of cell frequencies plus the sum of the probabilities of all other cell frequency arrays (such as would be consistent with the observed marginal totals) that are equal to or smaller than the probability of the observed array. PB = 0.4590, where PB: the probability of the observed array of cell frequencies plus the sum of the probabilities of all other cell frequency arrays (such as would be consistent with the observed marginal totals) that are smaller than the probability of the observed array. The difference in the nanoleakage distribution at time T1 between the two groups is not significantly different (p > 0.05). PA and PB are both non-directional (two-tailed) probabilities. Number of tables evaluated = 42. Note: Chi-square test was not performed on the data set because more than 20% of the cells have an expected frequency of less than 5, and that some cells have an expected frequency smaller than 1.0.
Figure 1Distribution of the nanoleakage expression (%) for each experimental group at times T0 and T1. OFL: Optibond FL; SBU: Scotchbond Universal; Ch.
Figure 2Scanning electron microscopy images of representative nanoleakage expression (pointers) along the resin–dentine interface created by different adhesives in the presence or absence of Ch pretreatment. OFL: Optibond FL; SBU: Scotchbond Universal. (a) OFL at time T0. (b) OFL-Ch at time T0. A spotted pattern was identified for these experimental subgroups. (c) SBU at time T0. (d) SBU-Ch at time T0. A more defined linear nanoleakage pattern was observed for these subgroups. Silver depositions were more continuous and water channels (i.e., water channels; pointers) were detected within the adhesive layers.
Figure 3Zymography of extracts obtained from dentine powder treated with the two adhesives with or without Ch pre-treatment. Lane 1: Standards (Std) in kDa. Lane 2: mineralized dentine powder (MP). Lane 3: mineralized dentine powder after incubation with Ch. Lane 4: dentine powder demineralized with 10% phosphoric acid (DP). Lane 5: demineralized dentine powder treated with Ch. Lane 6: demineralized dentine powder treated with OFL. Lane 7: demineralized dentine powder incubated with Ch followed by OFL adhesive application. Lane 8: mineralized dentine powder incubated with Ch followed by SBU adhesive application. Lane 9: mineralized dentine powder incubated with Ch followed by SBU adhesive application.