Calibration plot in using Ultraviolet spectroscopy
Methanol
When scanned in the UV region between 200 and 600 nm, entacapone in methanol revealed distinctive spectra. The analytical wavelength was determined to be 384 nm because the scan revealed this to be the absorption maximum. Between 4 and 20 g/ml, Beer's law was followed. The experimental data was subjected to regression analysis. The standard curve's regression equation was y = 0.0597x − 0.0013. The developed method's correlation coefficient was discovered to be 0.9999, indicating that there was a linear relationship between drug concentration and absorbance. The developed UV spectrometric analysis method for entacapone is shown with parameters demonstrating linearity.
0.1 N HCl and methanol (9:1)
When examined in the ultraviolet region between 200 and 600 nm, the spectrum of entacapone in 0.1 N HCl and methanol (9:1) displayed a distinctive pattern. The analytical wavelength was chosen based on the scan, which indicated that the absorption maximum occurred at 315 nm. Between 4 and 20 g/ml, Beer's law was followed. The experimental data was subjected to regression analysis. The standard curve's regression equation was y = 0.0629x − 0.0081. The devised method's correlation coefficient was determined to be 0.9995, indicating that there was a linear relationship between drug concentration and absorbance. The Table 4 lists the parameters for the entacapone UV spectrometric method of analysis that was developed.
pH 7.2 phosphate buffer
When scanned in the UV region between 200 and 600 nm, entacapone in pH 7.2 phosphate buffer displayed spectra distinctive spectrum. The analytical wavelength was determined to be 384 nm because the scan revealed this to be the absorption maximum. Between 2 and 16 g/ml, Beer's law was followed. The experimental data was subjected to regression analysis. The standard curve's regression equation was y = 0.0629x − 0.0081. The developed method's correlation coefficient was determined to be 0.9995, indicating that there was a linear relationship between drug concentration and absorbance. The table below lists the parameters for the entacapone UV spectrometric method of analysis.
Preparation of nanoemulsion
Optimization of process parameters High-speed mixing and sonication time
The results of a study on the impact of high-speed mixing (at 9500 rpm and 11500 rpm) on pre-emulsion globule size are shown in Table 3. After 5 minutes of vigorous mixing, the nano emulsion’s globule size was found to be 202.05.8 nm at 9500 rpm and 2054.2 nm at 11500 rpm. The polydispersity index (PDI), which indicates non-uniform distribution, was greater than 0.250 in both instances. A globule size of 200.52.0 and a PDI of 0.270 were attained at 9500 rpm after 10 minutes of high-speed mixing. Additionally, increasing high-speed mixing to 15 minutes did not significantly reduce globule size. Thus, it was decided that 10 minutes of high-speed mixing would be sufficient to produce a pre-emulsion containing globules in the nanometer range. To research stability, the pre-emulsion samples were kept at room temperature. However, after a week, there was a minor phase separation, indicating that high-speed mixing alone was insufficient to produce a stable nanoemulsion. Ultrasonication was therefore also tried.
Table 3
Effect of high-speed mixing on globule size of pre-emulsion
High-speed mixing
|
Globule size
|
PDI
|
5 min (9500 rpm)
5 min (11500 rpm)
10 min (9500 rpm)
15 min (9500 rpm)
|
205.0 ± 4.2
202.0 ± 5.8
200.5 ± 2.0
197.4 ± 4.2
|
0.394
0.399
0.270
0.264
|
The impact of the sonication time was investigated after the high-speed mixing speed and time were set in stone; the results are shown in Table 4. Based on our prior experiences, sonication was performed at an intermediate power application (80% amplitude). The globule size of the nanoemulsion was found to decrease with sonication time up to 9 min, after which there was barely any reduction in globule size.
Table 4
Effect of sonication time on globule size of nanoemulsion
Sonication time*
|
Globule size
|
PDI
|
3 min
6 min
9 min
12 min
15 min
|
169.4 ± 6.7
163.4 ± 3.0
127.4 ± 0.8
132.4 ± 1.2
203.0 ± 11.4
|
0.247
0.225
0.060
0.048
0.202
|
*High-speed mixing at 9500 rpm for 10min, #duty cycle 0.6sec, 80% amplitude
|
Particle size increased above 200 at a longer sonication period (15 min), which may have been caused by over-processing, which is brought on by an increase in emulsion droplet coalescence at a greater shear rate. The smallest globule size (127.40.8) and low PDI (0.060) were reached at 9 minutes of sonication, and this was therefore regarded as the ideal time to produce a nanoemulsion with uniform distribution.
Selection of surfactants
After the selection of mixing speed and sonication parameters, formulation parameters were optimized. The selection of surfactant was carried out based on the stability of the emulsion observed for 10 days. Two nonionic surfactants commonly used for the preparation of nanoemulsion i.e., Tween 80 and Pluronic F127 were tried at 1–3% and 3–7% concentration respectively. These concentrations were selected based on the literature. The results obtained from these studies are recorded in Table 5.
Table 5
Selection of non-ionic surfactant for nanoemulsion
Surfactant
|
Concentration
|
Day 1
|
Day 5
|
Day 10
|
Pluronic F127
|
1%
|
Milky & stable
|
Milky & stable
|
Milky & stable
|
2%
|
Milky & stable
|
Milky & stable
|
Milky & stable
|
3%
|
Milky & stable
|
Milky & stable
|
Milky & stable
|
Tween 80
|
3%
|
Milky & stable
|
Phase Separation
|
-
|
5%
|
Milky & stable
|
Phase separation
|
Phase Separation
Phase Separation
|
7%
|
Milky & stable
|
Milky & stable
|
From these results, it was clear that Tween 80 could not produce stable nanoemulsion. However, with Pluronic F127, stable nanoemulsion was obtained at all the concentrations. Hence, Pluronic F127 was selected as a hydrophilic surfactant for further studies.
Effect of formulation variables on the response parameters
With the aid of the Design Expert® 8.0.5.2 software, numerous polynomial equations, response surfaces, and contour plots were produced after data from all 9 formulations created according to the 32 Factorial designs had been analyzed. Table 6, 7, 8 & 9 discuss the data from the software and show how variables affect the corresponding response parameters (Y1 and Y2).
Table 6
Response parameters for formulations of nanoemulsion prepared as per 32 factorial designs.
Formulation code
|
Factors
|
Globule Size
– Day 0 (nm) [Y1]
|
Globule Size
– Day 15 (nm) [Y2]
|
Oil percentage.
– X1 (% v/v)
|
Ratio of
PL90G: PF127 - X2
|
Entacapone 1 (-1,-1)
Entacapone 2 (-1,0)
Entacapone 3 (-1,1)
Entacapone 4 (0, -1)
Entacapone 5 (0, 0)
Entacapone 6 (0,1)
Entacapone 7 (1,-1)
Entacapone 8 (1, 0)
Entacapone 9 (1, 1)
|
10
10
10
15
15
15
20
20
20
|
1:1
1:2
2:1
1:1
1:2
2:1
1:1
1:2
2:1
|
110
87
114
124
119
138
168
128
156
|
112
82
108
132
124
154
256
182
312
|
Table 7
Observed and Predicted values of response parameters
Batch
|
Response parameters
|
Y1
|
Y2
|
Observed
|
Predicted
|
%RE
|
Observed
|
Predicted
|
%RE
|
Entacapone 1 (-1,-1)
Entacapone 2 (-1,0)
Entacapone 3 (-1,1)
Entacapone 4 (0, -1)
Entacapone 5 (0, 0)
Entacapone 6 (0,1)
Entacapone 7 (1,-1)
Entacapone 8 (1, 0)
Entacapone 9 (1, 1)
|
110
87
114
124
119
138
168
128
156
|
106.5
87.8
116.5
133.8
111.2
135.8
161.5
134.8
155.5
|
3.28
0.9
2.1
7.3
7.0
1.6
4.0
5.0
0.3
|
112
76
108
132
104
154
256
264
312
|
111.6
78
106.3
128
109.3
152.6
260.3
256.6
315
|
0.36
2.56
1.60
3.12
4.85
0.92
1.65
2.88
0.95
|
% RE= % Relative Error
Calculated % RE = Observed (Actual) – Predicted / Predicted * 100
|
Optimum Formulation
The ideal formulation parameters were produced using a numerical optimization technique based on the desirability approach. The procedure was tuned for the dependent (response) variables Y1-Y2, and the tuned formula was obtained by maintaining the mean particle diameter between days 0 and 15 in the range of 100 to 150 nm. The formulation (entacapone4) was considered the optimal choice since it satisfied all the established requirements [34–36].
To assess the predictability of the response surface model, a new optimized formulation (as per formula entacapone4) was created and tested for the responses (Y1, and Y2). The result in Table 10 shows a strong correlation between experimental and anticipated values, demonstrating the model's applicability and validity. Indicating that the Response Surface Methodology (RSM) optimization technique was suitable for optimizing entacapone nanoemulsion, the anticipated inaccuracy of the Y1 and Y2 variables was less than 8%.
Table 8
Optimized entacapone Nanoemulsion
Ingredients
|
Concentration
|
Entacapone Concentration
Capmul MCM (Oil)
Phospholipon 90 (Lipophilic surfactant)
PluronicF127 (Hydrophilic surfactant)
Distilled water
|
0.12% w/v
15% v/v
0.5% w/v
0.5% w/v
85% v/v
|
Table 9
The predicted and observed response variables of the optimal entacapone Nanoemulsion
Response
|
Y1 (nm)
|
Y2 (nm)
|
Predicted
Observed
|
133.8
124.0 ± 1.6
|
140.8
132.0 ± 11
|
Solubility of entacapone in Oils
A calibration curve in methanol was used to estimate the solubility of entacapone in various oils [y = 0.0576x- 0.0415 (r2 = 0.9993)]. The solubility of entacapone in various oils is depicted in Fig. 1. When compared to other oils, Captex 500 demonstrated the maximum solubility of entacapone, however, the nanoemulsion made with it phase separated after only two days. Therefore, Capmul MCM was chosen for the creation of the nanoemulsion since it had superior solubility than the other remaining oils.
Characterization of entacapone nanoemulsion
Measurement of surface charge
Figure displays the outcomes of droplet size and zeta potential measurements of nanoemulsions. The entacapone-loaded nanoemulsions were found to have an average particle size diameter of 120.81.9 nm. The size of the droplets in the drug-loaded and blank nanoemulsions did not significantly differ. Both formulations had a polydispersity index (PI) of 0.144, which is below 0.2, and this unimodal distribution denotes globule size uniformity.
The synthesized formulation's zeta potential was discovered to be -20.6 0.8 mV. If stabilized by a single mechanism, nanoformulations with a zeta potential of 30 mV are regarded as stable; if stabilized by a combination of these two mechanisms, they have a zeta potential of 20 mV [37]. Because there were multiple mechanisms at work to stabilize the created nanoemulsion, a zeta potential of roughly 20 mV might offer adequate stability. The stability research confirms that prepared nanoemulsions are stabilized at a zeta potential of -20.60.8 mV.
Morphological examination by TEM
Sharp endothermic peaks at 155 and 159°C were visible in the bulk entacapone sample using a DSC scan (Fig. 5), which were caused by the drug melting. Entacapone nanoemulsion prevented these peaks from appearing, which also pointed to a notable decrease in the drug's crystallinity. Additionally, the absence of entacapone's signature peaks in the nanoemulsion of the drug suggests the creation of an amorphous end-product. The shape of the oil droplets in the nanoemulsion formulations must be studied using TEM analysis, as must any drug precipitation that occurs when the aqueous phase is added. The prepared nano emulsion’s shape and droplet size were assessed by TEM. The globules were virtually spherical and had sizes between 120 and 150 nm, as seen in the TEM image (Fig. 5). The globules were separated and did not exhibit an aggregation tendency. The globule size seen in the TEM image matched the outcome of the DLS analysis.
To assess the physicochemical characteristics of the system, significant characteristics of the nanoemulsion, such as drug content, pH, and viscosity, were investigated under published methodologies. It was discovered that the drug content was 99.40.8%. The nanoemulsions' pH was discovered to be 5.5 +/- 0.2, indicating that oral delivery was appropriate. The nano emulsion’s low viscosity (1.63 0.02 cp), which indicates appropriateness for oral administration, was discovered.
Drug content and pH
To assess the physicochemical characteristics of the system, significant characteristics of the nanoemulsion, such as drug content, pH, and viscosity, were investigated under published methodologies. It was discovered that the drug content was 99.40.8%. The nanoemulsions’ pH was discovered to be 5.5 +/- 0.2, indicating that oral delivery was appropriate.
Viscosity measurement
To assess the physicochemical characteristics of the system, a significant characteristic of the nanoemulsion, such as viscosity, was investigated under published methodologies. The ’nano emulsion’s low viscosity (1.63 0.02 cp) indicated that it was suitable for oral administration.
FT-IR study
Figure 6 and Table 10 show the FT-IR spectra and functional groups of entacapone, Pluronic, and Phospholipin90 at the specified wavelength (cm− 1). The peaks in the spectrum are 2937.04 cm− 1 for C-H stretching (aliphatic), 2984.39 cm− 1 for C-H stretching (aromatic), 3600.81 cm− 1 for N-H stretching, 1618.01 cm− 1 for N-H bending, and 1638.04 cm− 1 for C = N stretching.
Table 10
FT-IR Data determining changes in functional groups of entacapone
S. No
|
Concentration (µg/mL)
|
Mean absorbance ± SD
|
1
2
3
4
5
|
2937.04
2984.39
3600.81
1618.01
1638.04
|
C-H stretching (Aliphatic)
C-H stretching (Aromatic)
N-H stretching
N-H Bending
C = N stretching
|
DSC Studies
DSC was also carried out for the entacapone plain medication to further establish the physical state. In this instance, the bulk entacapone sample's DSC scan revealed distinct endothermic peaks at 155 and 159°C (Fig. 7) associated with the drug's melting.
X-Ray Diffraction
Another element influencing a compound's stability and dissolution is its crystalline state. To demonstrate how milling affected the physical state of entacapone, the sample's crystalline state was examined. Entacapone crystals' potential internal structural alterations have been examined using X-ray diffraction. Figure 8 shows the XRD patterns for bulk entacapone particles.
The results indicated that entacapone nanoemulsions significantly decreased crystallinity compared to regular medication. All major peaks associated with PD disappeared in the nanoemulsions. It is depicted in Fig. 9.
In-vitro Release
Figure 10. shows the invitro release characteristics of simple drug suspension and nanoemulsion at pH 1.2. According to the in-vitro release experiments, the drug released more when compared to a pH 1.2 plain drug suspension. While nanoemulsion formulation demonstrated 31.770.92% drug release in 60 minutes, plain drug suspension only demonstrated 25.050.44% drug release. At 8 hours, the plain drug suspension revealed a 62.12% drug release, whereas the nanoemulsion formulation revealed an 80.330.92% drug release, indicating improved drug release that may be attributed to increased entacapone solubility and dissolution rate, which may in turn be caused by the nano emulsion’s small droplet size and surface characteristics. Drug release with time for nanoemulsions was reported to have an overall increasing release.
The release profiles were then used to characterize the release by fitting them into various exponential equations, including zero order, first order, Higuchi, Hixson-Crowell, and Korsmeyer-Peppas ( Table 11). The correlation coefficient was used to determine the model that the created formulation used. The release exponent value obtained from the Korsmeyer-Peppas model was used to identify the release mechanism used by these formulations. At pH 1.2, the ENE indicated abnormal transport pathways with a value of "n" between 0.5 and 1.0.
Table 11
Coefficient of correlation for various models
Formulation
|
First order
|
Zero-order
|
Higuchi Model
|
Hixson model
|
Korsmeyer-Peppas
model*
|
Plain Drug pH 1.2
Nano Emulsion pH 1.2
|
0.9791
0.9882
|
0.9613
0.9806
|
0.9917
0.9889
|
0.9588
0.9867
|
0.9941 (0.5454)
0.9875 (0.5054)
|
Stability
For three months at 2–8°C and RT (25–30°C), the stability of the nanoemulsion in terms of particle size distribution and drug content was observed. Under both circumstances, the nanoemulsion formulation demonstrated physical stability for three months. Table 12 lists the medication concentration and nanoemulsion particle size at various time points. After three months under both circumstances, it was discovered that there was no discernible difference in the nano emulsion’s droplet size, indicating that it was suitable for storage under either environment.
Table 12
Stability of nanoemulsion at RT and cold conditions (2–8°C)
Time
|
Drug content (%)
|
Drug content (%)
|
Globule size (nm)
|
Globule size (nm)
|
(2–8°C)
|
(RT)
|
(RT)
|
(2–8°C)
|
Initial
1 month
2 months
3 months
|
99.7 ± 1.3
99.5 ± 1.1
99.5 ± 1.0
98.9 ± 1.6
|
99.9 ± 1.2
99.5 ± 1.1
99.5 ± 1.5
98.8 ± 1.6
|
120 ± 4
123 ± 2
126 ± 6
128 ± 4
|
120 ± 4
131 ± 8
136 ± 5
138 ± 4
|
The viscosity of the nanoemulsion is another factor that affects its stability. Within three months, there was no change in the viscosity or content of the medicine. On undisturbed standing, the emulsion was discovered to be stable without any breaking, creaming, or phase separation and could withstand high-speed centrifugation from 2000 rpm to 10000 rpm. The nanoemulsion formulation was therefore reliable and appropriate for RT storage.