2.1. Chemicals used
Quercetin, ascorbic acid, Gallic acid, diclofenac sodium were purchased from sigma and all other chemicals used were of analytical grades.
2.2. Collection and authentication of the plant materials
Fresh aerial parts of the Plantago major plant were collected from Golf Links Forest, Mawlai Mawroh, Shillong, Meghalaya on 14th August 2023 and the collected plant was thoroughly washed with water to remove dirt and other debris. The Herbarium was prepared and sent to the Botanical Survey of India, Eastern Regional Centre, Shillong -793003, Meghalaya for Authentication. The plant was identified and authenticated as Plantago major L. vide reference no. BSI/ERC/Tech/2023-24/1375.
2.3. Preparation of the plant materials
Fresh plants were collected in bulk and were thoroughly washed in running water and dried under shade. Dried plants were ground to a coarse powder using a Grinder (Bajaj, Majesty ion, 500, India), and the resultant powder was stored in airtight containers for extraction.
2.4. Extraction of plant materials
The powdered plant material was extracted using Cold Maceration and Soxhlet extraction method using hydroalcoholic solvent (ethanol: water) in the ratio of 70:30.
2.4.1 Maceration
50 grams of the plant coarse powder was extracted in Ethanol-Water mixture for 72 hours at room temperature. After 72 hours, the mixture was filtered, and the supernatant was collected. The solvent was removed using rotary vacuum evaporator below 50°C to get a semi-solid extract. The extracts were stored at 4 °C for further use.
2.4.2 Soxhlet extraction
Powdered plant materials were extracted using hydroalcoholic solvent. The heating mantle was kept at 40-60 ⁰C. The extraction process with the solvent ran for 72 hours until the filtrate in the siphon tube became clear of any color. The resultant mixture was filtered and concentrated to a semi-solid mass. It was then stored in an appropriate container in a refrigerator at 4 °C.
2.5. Preliminary phytochemical screening
The qualitative chemical composition of crude ethanolic extracts of Plantago major was accessed through preliminary phytochemical screening as per the methods described by Kokate (Kokate.2004).
2.6. Determination of total phenolic content
The total phenolic content was determined using the technique described previously by Ranatunge, et al. with slight modifications ( Ranatunge et al. 2017). Briefly, 1 mL of 1 mg/mL of PME and gallic acid (GA) with concentrations of 10, 20, 40, 60, 80, and 100µg/mL were mixed with 0.5 mL of 1N Folin-Ciocalteu reagent (FCR) and incubated at room temperature for 5 minutes before mixing it with 1 mL of 20% sodium carbonate. After a 10-minute incubation, absorbance was taken at 730 nm in UV-Visible spectrophotometer (Thermo Scientific, Evaluation, 201). GA was used as a standard, and phenolic content was expressed as gallic acid equivalents (GAE). Using a standard calibration curve of GA and its linear equation, the total phenolic contents were calculated. The amount of total phenolic components in dry extract is given as mg per gram gallic acid equivalent (GAE).
2.7. Determination of total flavonoid content
The total flavonoid content of PME was evaluated using a colorimetric technique with Aluminum chloride (AlCl3), following the approach of Bahorun et al., with slight modifications (Bahorun et al.1996). Briefly, 1 ml of extract (2 mg/ml) and Quercetin standards (with concentrations 10, 20, 40, 60, 80, 100 µg/mL) were mixed with 1 ml of 2% AlCl3 solution (methanol). After 10 minutes in the dark at ambient temperature, the absorbance was taken at 510 nm using a UV visible spectrophotometer (Thermo Scientific, Evaluation, 201)). The test was carried out three times. Total flavonoid contents are expressed in milligrams of quercetin equivalent per gram of dry extract (µg QAE/mg extract).
2.8. Liquid Chromatography - Mass Spectroscopy (LCMS/MS)
The PME were underwent Liquid Chromatography - Mass Spectroscopy analysis at CytoGene Research and Development, Jankipuram, Lucknow (U.P.). The plant sample was prepared and introduced into the system with the use of Sampler model G7129A with a draw speed of 200 µl/min and eject speed of 400 µl/min. The Mobile phase was pumped using a Quaternary pump (Model G7111B) with a flow capacity of 1.500 ml/min. The Column for the separation of compounds used was Column comp. (Model G7116A). The detector used was DAD (Diode Array Detector) (Model G7115A) and the Mass analyzer used was MS Q-TOF (Time of Flight). Different compounds were detected using this analysis method.
2.9 In-vitro anti-inflammatory activity:
2.9.1 Bovine Serum Albumin (BSA) Denaturation Inhibition Assay:
Briefly, 0.2 % w/v aqueous solution of bovine serum albumin (BSA) was prepared in tris buffer saline and pH was adjusted to 6.8 with glacial acetic acid. A stock solution of 1000 µg/ml was prepared using methanol. From these stock solutions, four different concentrations of 200,400,600 and 800 µg/ml were prepared. 50µl of these different concentrations was transferred to Eppendorf’s tubes and 5 ml of 0.25 w/v BSA was added to it. Diclofenac sodium at a concentration of 10 µg/ml in methanol with 5 ml 0.2% w/v BSA were used as standard. It was incubated at 72°C for 5 minutes and then cooled for 10 minutes. The absorbance was determined at 660 nm using a UV-Spectrophotometer (Williams et al.2008).
The percentage inhibition of protein denaturation was calculated using the provided formula:
% Inhibition = Abs. of control – Abs. of extract/Abs. of control x 100
2.9.2. Egg Albumin Denaturation Inhibition Assay:
With a few minor adjustments, the procedure by Chandra et al., was used for this experiment (Chandra et al. 2012). 2 ml of the extracts with concentrations 20, 40, 60, 80, 100, and 120 µg/mL were taken and 2.8 ml of pH 6.4 phosphate buffer, and 0.2 ml of fresh hen's egg albumin were added to each of them. Similarly, 2ml of diclofenac with different concentrations 20, 40, 60, 80, 100, and 120 µg/mL were taken, and 2 ml of phosphate buffer (pH 6.4), and 2 ml of egg albumin were added to it and were used as standard. NaOH was used to bring the extract's and the standard solutions' pH levels down to 6.4. The solutions were incubated for 15 minutes at 37°C, followed by 5 minutes at 70°C. The absorbance of the samples as well as for standards were measured with a UV Spectrophotometer at 660 nm. The percent inhibition of protein denaturation was estimated using the following formula:
% Inhibition = Abs. of control – Abs. of extract/Abs. of control x 100
2.10. Formulation of the PME-loaded microspheres
Solvent evaporation technique was used for preparation of microspheres with slight modification from the original methods of preparation (Akash et al.2013). Drugs and polymers in various ratios 1:2, 1:3, 1:4, 1:5, and 1:6 (Table 1) were weighed and dissolved in Methanol at room temperature with vigorous agitation. This was progressively put into a dispersion medium of light liquid paraffin (50 ml). To achieve thorough solvent evaporation, the mixture was agitated at 500 rpm with a 3-blade homogenizer (REMI, RQ-126D, India) at room temperature for 2-3 hours. After decanting the liquid paraffin, the microspheres were separated using a Whatman filter paper. They were then washed three times with 180 ml of n-hexane and air-dried for 24 hours and stored for further characterization.
Table 1
Formulation composition of microspheres
Formulation Code
|
Drug & Polymer ratio
|
Amount of extract taken (mg)
|
Amount of Polymer taken (mg)
|
F1
|
1:2
|
100
|
200
|
F2
|
1:3
|
100
|
300
|
F3
|
1:4
|
100
|
400
|
F4
|
1:5
|
100
|
500
|
F5
|
1:6
|
100
|
600
|
2.11. Evaluation of the microspheres:
2.11.1. Percentage yield of microspheres:
Calculating the percentage of practical yield is crucial for determining the effectiveness of a manufacturing technique and selecting the most suitable one. The percentage yield was computed using the following formula (Umakanthareddy et al.2012).
% Yield = Weight of microspheres obtained/Amount of drug and polymer used × 100
2.11.2. Bulk and tapped density:
A measured quantity of microspheres were introduced into a 10 ml measuring cylinder, and the volume was noted. After that, it was tapped using a tapping machine for 100 times and the volume was noted again. The loose and tapped density was determined by using the following formulas:
Bulk density = Weight of microspheres/ Bulk volume
Tapped density = Weight of microspheres/ Tapped volume
2.11.3. Hausner’s ratio:
Another index for measuring the flowability of materials. The Hausner’s ratio can be calculated from the Bulk density and tapped density.
Hausner's ratio = Tapped density/Bulk density
2.11.4. Carr’s index (compressibility index):
Indirect measurement of rheological properties like shape, size, surface area, moisture content, and cohesiveness of materials is done by using Carr’s index. It is also known as Carr’s compressibility index (Ci). It is calculated by the following equation:
Carr’s index = Tapped density - bulk density/Tapped density x 100
2.11.5. Angle of repose:
The measurement of the angle of repose were done to determine the micromeritic properties of the prepared microspheres. The maximum possible angle between the surface of the pile and the horizontal plane is known as the angle of repose. It was determined by the fixed funnel method using the following formula:
Tan Ɵ = h/r
2.12. Characterization of Microspheres
2.12.1. Particle shape and surface morphology:
Scanning electron microscopy (SEM) was used to determine particle distribution, surface topography, and texture, and to examine the morphology of fractured or sectioned surfaces. The SEM analysis was conducted at the Sophisticated Analytical Instrument Facility (SAIF) in North-Eastern Hill University (NEHU) Shillong, Meghalaya-793022. Scanning electron microscopy (SEM) JSM-6360 (JEOL) at an accelerating voltage of 20 KV was employed. The samples for the SEM analysis were prepared by sprinkling the microspheres on one side of a stub. The stub was coated with a layer of Carbon and was then visualized under the SEM.
2.12.2. Fourier-transform infrared spectroscopy (FTIR):
The FT-IR spectra were taken to investigate the possible drug-excipient interaction between the extract and the ethyl cellulose polymer in the microsphere formulation. The spectra were obtained with the use of 40 co-added scans at wavelength resolution of 8 cm-1 over a wavelength range of 4000-400 cm-1. The spectra of the extract, polymer, and extract-loaded microspheres were then compared.
2.12.3. Differential scanning calorimetry (DSC):
Thermal analysis of the pure extract, polymer, and extract-loaded formulation were performed with a differential scanning calorimeter to determine the thermal properties of the extract, polymer, and that of formulated microspheres. The samples were heated between 30º C and 250º C at a steady increased rate of 10º C per minute.
2.13. Entrapment efficiency:
Entrapment efficiency is a measure of the amount of a drug contained in the microspheres, to the initial quantity of drug used in the formulation. Drug entrapment efficiency study was performed according to the method described by Ayorinde et al. with some modifications (Ayorinde et al.2023). Briefly, 100 mg of microspheres of each batch were crushed in a mortar with the help of a pestle and suspended in 100 mL of methanol. After mixing for 30 minutes, the dispersion was filtered. Five drops of freshly prepared aluminium chloride solution were mixed to 5 mL of the filtrate, followed by 0.1 mL of 1M Potassium acetate to achieve a yellow coloration. The flavonoid content was then measured with a UV-Vis Spectrophotometer at 510 nm. All readings were recorded in triplicate.
The flavonoid content was estimated using the standard calibration plot of pure quercetin, and the entrapment efficiency (E) was computed using the formula below:
Entrapment Efficiency = Practical Drug content /Theoretical Drug content ×100
2.14. Content estimation
A quercetin calibration curve was made using a modified aluminum chloride colorimetric technique. Quercetin was used to create the calibration curve. The quantity of quercetin-like flavonoids present in the extract was determined using the colorimetric technique with aluminium chloride with slight modifications (Hadjiioannou et al., 1993). 5 ml of each of the microsphere formulations (prepared in 1mg/ml concentration) was mixed with 5 drops of freshly made aluminium chloride (10%) and 0.1 mL of 1M potassium acetate. The reaction was allowed to stand for 30 minutes. The combination was analyzed spectrophotometrically at 510 nm to evaluate its quercetin-like flavonoid content. Absorbances were measured three times using a spectrophotometer. The Content estimation was performed for all the five microsphere formulations (F1 to F5).
2.15. In-vitro release studies and release kinetics
The flavonoid release character of formulated microspheres was carried out by using a USP dissolution test apparatus type II rotating paddle (Electrolab, India). The test was performed in two different dissolution media, 0.1N HCl pH of 1.2 for 2 hours and then in PBS of pH 6.8 for 10 hours at 100 rpm with a maintained temperature of 37°C ± 0.5°C. 5ml of each sample was taken out at scheduled periods and replaced with an equal volume to maintain sink condition and then filtered. After adding five drops of aluminium chloride solution and 0.5 ml of potassium acetate, the samples were analyzed spectrophotometrically at 510 nm. Finally, the Cumulative Percentage of drug release was determined from the standard curve of quercetin (Ayorinde et al. 2023).
Data obtained from the release study was fitted to various empirical and non-empirical kinetic equations to find the pharmacokinetic model followed by the drug while released from the prepared microsphere in-vitro.
Zero-order model: The equation is employed to represent the drug dissolution of medications which will not disaggregate, and which will slowly release the drug.
Qt = Q0 + K0t
Where,
Qt is the quantity of drug dissolved in time t,
Q0 is the initial amount of drug in the solution (usually = 0), and
K0 is the zero-order release constant
Data observations recorded from the drug release experiments were plotted as Cumulative % released versus time to analyze the release kinetics [16]
First Oder model: This model has been employed to describe drug absorption and excretion. The equation for first-order kinetic drug release is
Dc/dT = - Kc
Where,
K represents the rate constant represented in units of time-1
The equation may be represented by the following:
log C = log C0 - Kt / 2.303
Where,
C0 represents the starting drug concentration, and ‘t’ is the time (Bourne .2002).
The data is displayed as a log cumulative % of drug remaining vs. time.
Higuchi Model: This model assumes that drug concentration in the matrix is higher than solubility, diffusion occurs only in one dimension, drug particles are smaller than system thickness, matrix swelling, and dissolution are negligible, drug diffusivity is constant, and perfect sink conditions are always achieved in the release environment. The model is represented by the equation:
ft = Q = A √D(2C-Cs) Cs t.
Where,
` Q represents the amount of medication released per unit area during time t.
A represents the drug's starting concentration,
C represents its solubility in the matrix media, and
D stands for the drug's diffusion coefficient.
The above equation may be reduced as follows:
f t = Q = KH ×t1/2
where KH represents the Higuchi dissolution constant.
The data was shown as cumulative % drug release versus square root of time.
Korsmeyer-Peppas model: Korsmeyer developed a simple equation to represent drug release character from a polymeric system. The model is given by the following equation:
Mt / M∞ = Ktn.
Where
Mt / M∞ is a proportion of drug released at time t,
k is the release rate constant; n is the release factor.
The choice of ‘n’ in the Higuchi model determines the drug release mechanism. The data from drug release trials were plotted as a log cumulative % drug release versus log time. The relationship between the ‘n’ value and the drug release mechanism is given in Table 2.
Table 2
Relationship between release exponent ‘n’ and drug transport mechanism in the Korsmeyer-Peppas model (Bourne et al.2002)
Release exponent (n)
|
Drug transport mechanism
|
Rate as a function of time
|
≤ 0.5
|
Fickian diffusion
|
t− 0.5
|
0.5 < n < 1.0
|
Non-Fickian diffusion (Anomalous transport)
|
Tn−1
|
1.0
|
Case II transport
|
Zero-order release
|
Higher than 1.0
|
Super case II transport
|
Tn−1
|