The composition of transdermal patches and the results of the previous characterization of them by Serrano-Castañeda
et al. 2015 are shown in
Table 1 and
Table 2. The statistical analysis used was ANOVA followed by a post hoc analysis (Tukey’s HSD). This analysis was done in compliance with the assumptions for ANOVA and post hoc analysis, giving a valid statistical analysis (
14,
15).
In-vitro percutaneous absorption studies
The kinetics of percutaneous drug absorption studies provides a good prediction of skin absorption
in- vivo. In addition, these studies have low-cost, short test time, and reproducibility (
16,
17). These studies calculated the cumulative amount (mg) of pravastatin and the amount accumulated per patch area. The latter was obtained by dividing the cumulative amount between 2.19 cm
2 (area of skin exposed to the TP) and these values were plotted to obtain the transdermal penetration profiles as a function of time (
Figure 1). The parameters obtained are shown in
Table (3).
The cumulative amount per exposed area (mg/cm
2) of pravastatin sodium was graphed with the purpose of comparing all the formulations and different treatments to determine the highest value of an accumulated amount of the active ingredient through the skin (
Figure 2)
Once the values were obtained, we proceeded to perform the statistical analysis with the software Statgraphics Centurion XV.II, to determine if there was a significant statistical difference between the formulations and the length of microneedles in the flux, time lag and permeability constant. A multifactorial ANOVA with Tukey’s HSD post hoc test was used for this purpose.
The accumulated quantities were analyzed with multivariate ANOVA, finding that the kind of TP 1% has an important effect on the kinetic parameters of
in-vitro percutaneous absorption studies (
p < 0.05). In
Figure 1, we can see that the TP 1% coupled with microneedles of 2.25 mm, presented a greater amount of pravastatin sodium released compared to all transdermal patches, this is because PF -127 is an active non-ionic surfactant of amphiphilic character, which allows its polar portion (ethylene oxide chains) to have a greater interaction with the drug, increasing its release (
18). The PF-127 also has the ability to be a structuring agent that forms a molecular framework depending on the concentration. By increasing its concentration, it gives rise to multimolecular aggregates (
19) preventing the active principle from being released at a higher speed, since it is trapped inside this polymeric lattice; which explains the behavior of TP 3% and therefore a lower cumulative amount compared to the other transdermal patches (
Figure 3).
However, the length of microneedles has an important role, because the microneedles of 2.25 mm, used in the three different formulations (TP W, TP 1%, and TP 3%), presented a greater penetration of pravastatin sodium. This is due to the thickness of the epidermis, the outermost layer of the skin where the stratum corneum is located, and the main permeability barrier varying from 0.04 to 1.6 mm of thickness (
20); It is easy to traverse it using microneedles that allow the pravastatin sodium access to and through the skin, where it diffuses and is absorbed, thus improving drug administration. Therefore, having applied microneedles of different lengths, they can perform perforations at different depths and, to this extent, encourage the penetration of the active ingredient (
21). This can be observed in the statistical analysis, so it was determined that the 2.25 and 0.25 mm microneedles show statistically significant differences (
p < 0.05) with respect to the fact of not using microneedles in the TP.
Regarding the flow, this is defined as the quantity of the drug which crosses the membrane per unit area at a given time (mg / cm
2*h) (
22). Given the results obtained, it can be determined that for the type of TP and the length of microneedles used there is a statistically significant difference (
p < 0.05), on the flux, based on the P-values obtained (TP type = 0.0106 and Microneedles = 0.0123).
In the case of microneedles, they increase the permeability of the skin because they break the stratum corneum. In the case of the type of TP, they present PF-127 and chitosan in the formulation that can form molecular frameworks depending on its concentration. Both polymers have the ability of forming polymer matrices.
In our results we found that a statistically significant difference (
p < 0.05) exists between TP 1% vs TP 3%. This behavior is given by the presence of PF-127 at the concentration of 1%, since in this concentration it allows the interaction with the drug, favoring a greater flow; while at 3% the formation of the molecular framework causes the drug to be trapped inside it, making it difficult for the pravastatin to be released at a higher speed (
Figure 3), while the absence of PF-127 in the formulation does not present a significant difference (
p > 0.05).
The permeability coefficient (Kp) allows us to determine the amount of the drug contained in the transdermal patch that passes through each centimeter of the membrane in a given time (cm/t) (
23). The results obtained from the P-values (a type of TP = 0.0108 and microneedles = 0.0123) prove that the length of microneedles, as well as the type of TP present a statistically significant difference (
p < 0.05).
This is due to the PF-127 that modulates the release of the drug and the formation of microchannels in the stratum corneum by the use of microneedles.
The lag time (t
Lag) can be defined as the time of molecules saturating the membrane (
23). According to the results, using different lengths of microneedles showed statistically significant lag time. It is established that the length of microneedles used has a statistically significant difference (
p <0.05), determined by the P-value (Microneedles = 0.0379), while the types of patches do not present any statistically significant difference (
p > 0.05) (P-values: TP type = 0.0670).
In the case of microneedles of 2.25 mm, they perforate the entire epidermis and part of the dermis, favoring the penetration of pravastatin sodium compared to the microneedles of 0.25 mm that only perforate the epidermis, and then there are barriers, preventing rapid absorption.
In the case of TP, these do not present a significant difference in all the formulations (TP W, TP 1%, and TP 3%). But the polymer matrix controls the release of the drug.
The determination of the surface area of the TP and the relationship with the absorption parameters were determined based on the Fick´s law. Therefore, according to the in-vitro percutaneous absorption studies, the possible sizes of the transdermal patches for the therapeutic dose equivalent to 10 mg Tablet are:
TP 1% with microneedles of 2.25 mm about ≈ 8 cm2,
TP W with microneedles of 2.25 mm about ≈ 9 cm2,
TP 3% with microneedles of 2.25 mm about ≈ 13 cm2,
TP 1% with microneedles of 0.25 mm about ≈ 8.2 cm2,
TP W with microneedles of 0.25 mm about ≈ 9 cm2 and finally
for the TP 3% with microneedles of 0.25 mm about ≈ 13.5 cm2.
It should be mentioned that not only TP can release 10 mg of the drug per day, but also they can even release that dose or more for several days, modifying their area and the amount of drug with which they are loaded, and thereby avoiding the problems associated with the oral route.
In-vitro Percutaneous absorption studies for each TP evaluated by passive diffusion with the corresponding length of microneedles used (0.25 mm, 2.25 mm and without using microneedles).
Comparison of cumulative amount per exposed area of pravastatin sodium (mg/cm2) of each TP with the two different lengths of microneedle used (0.25 and 2.25 mm and without using microneedles).
Schematic representation of PF-127 phenomena phases: A) shows the lattice or block phenomenon which prevents the release of the active and B) shows the micelle formation phenomenon
| Formulation | Chitosan (%w/w) | PG (%w/w) | PF-127 (%w/w) |
|---|
| TP W | 1.5 | 15 | 0 |
| TP 1% | 1.5 | 15 | 1 |
| TP 3% | 1.5 | 15 | 3 |
| Acidified water | q.s |
| Formulation | Drug content
| Bioadhesion
| Post wetting-bioadhesion
| Tensile strength
| Constriction
| Thickness
| Release
|
|---|
| (mg) | (g.f) | (g.f) | (g.f) | (%) | (mm) | Order 0 r2 |
|---|
| TP W | 19.16±1.86 | 60.148±18.533 | 27.913±9.061 | 184.80±91.210 | 0 | 0.41±0.01 | 0.9833 |
| TP 1% | 17.05±1.88 | 46.227±6.994 | 25.397±11.845 | 380.77±106.346 | 0.31 | 0.72±0.09 | 0.9912 |
| TP 3% | 21.18±1.99 | 51.049±24.036 | 42.010±9.210 | 192.14±178.794 | 0.31 | 0.71±0.02 | 0.9883 |
| Formulation | Flux
| Permeability constant X 10-2 (cm/h) | Time lag (h) |
|---|
| (µg/cm2*h) |
|---|
| TP W (2.25) | 105.2 | 1.59 | 20.1644 |
| TP W (0.25) | 103.3 | 1.58 | 20.7609 |
| TP W | 38.5 | 0.59 | 18.9740 |
| TP 1% (2.25) | 115.2 | 1.75 | 16.7378 |
| TP 1% (0.25) | 111.4 | 1.70 | 19.1194 |
| TP 1% | 90.0 | 1.37 | 19.4833 |
| TP 3% (2.25) | 70.5 | 1.07 | 20.4454 |
| TP 3% (0.25) | 67.1 | 1.02 | 21.7973 |
| TP 3% | 40.9 | 0.62 | 20.4572 |