Plant material, extraction and chemicals
The fruit of the plant was collected from the Botanical Garden of the School of Pharmaceutical Sciences, Universiti Sains Malaysia and authenticated by Prof. Dr. Zhari Ismail, Herbal Secretariat, School of Pharmaceutical Sciences, Universiti Sains Malaysia, where a voucher specimen was deposited vide reference No. 0071/06. The fruit was cleaned, sliced into small pieces, dried at 40°C and pulverized. The pulverized fruit material (50 g) was extracted twice with 300 mL ethanol by reflux. The extract was filtered and dried in vacuo at 40°C.
The chemicals and solvents of analytical or HPLC grade procured from Merck included ethanol, methanol and acetonitrile. In-house purified HPLC grade water was used while pellitorine, sarmentine and sarmentosine, isolated and characterized previously were used as analytical markers.
Development and validation of HPLC method
Preparation of standard solutions
The stock solution of pellitorine, sarmentine and sarmentosine were prepared in methanol to a concentration of 50 μg/mL. A series of working standard solutions were prepared by diluting the stock with mobile phase to get solutions of concentration 0.01, 0.10, 0.50, 1.00 and 1.50 μg/mL for pellitorine and sarmentine, while 0.08, 0.80, 4.00, 8.00 and 1.20 μg/mL for sarmentosine.
Instrumentation
The samples were analyzed by HPLC system (1100 series, Agilent Technologies, Waldronn, Germany) equipped with degasser (G1379 A), quaternary pump (G1311 A), auto sampler (G1313 A), column oven (G1316 A) and UV detector (G 1314 A).
Chromatographic conditions
The samples (15 μL) were eluted by an isocratic mobile phase comprising of methanol: water : acetonitrile (80 : 15 : 5, v/v/v) at flow rate of 1 mL/min. The elution time was 15 min and detection was carried out at 260 nm. Column (Hiber Rt 250-4, LiChrosorb RP 18, 10μm, Agilent Technologies) was maintained at 25°C. The detector was operated in a sensitivity range of 0.005 AUFS with output of 15 mV. The data acquisition was performed by ChemStation version A. 08.03.
Linearity, limit of detection (LOD), Limit of Quantification (LOQ) and recovery
Linearity of the method was evaluated by plotting concentration versus peak area of each of the markers over the whole range investigated. Calibration curves of all the standards were constructed by plotting concentration versus peak area in a range of 0.01-1.50 μg/mL for pellitorine and sarmentine, while 0.08-12.00 μg/mL for sarmentosine, and linearity was evaluated by correlation coefficient (R2) and standard deviation (SD). The lowest limit of detection (LOD) values of pellitorine, sarmentine and sarmentosine were determined by analyzing the standard solutions successively in two fold dilution with the mobile phase at signal to noise (S/N) ratio 3 : 1 while the lowest limit or quantification (LOQ) was taken at S/N ratio10 : 1.
Three working standard solutions of pellitorine and sarmentine (0.01, 0.50 and 1.50 μg/mL) and sarmentosine (0.08, 4.00 and 12.00 μg/mL) were used to determine recovery, intraday and inter-day accuracy and precision of the method. For intraday accuracy and precision each standard was analyzed 6 times in same day and quantified at 5 data point calibration while for inter-day accuracy and precision each of the standard solutions was analyzed in triplicate for 6 consecutive days.
For extraction recovery, 200 mg of the fruit powder was spiked separately with standard solutions which were used for accuracy and precision, and extracted with 15 mL ethanol as mentioned in the extraction. The extracts were filtered, dried at 40°C and dissolved in methanol to make solution of a concentration 1 mg/mL. The same quantity of the powder, without spike, was also extracted as a control. The extraction recovery of each of the markers was calculated as a percentage using the following equation:
Stability study protocol
Study protocol of the International Conference on Harmonization (ICH) as suggested by the Working Party of Herbal Medicinal Products (WPHMP) of the European Agency for the Evaluation of Medicinal Products (
18,
19), was applied. The extracts kept in screw caped transparent glass bottles were exposed to three different storage conditions of temperatures and relative humidity such as 30°C/60% RH, 40°C/75% RH and 60°C/85% RH for 6 months. The humidity was controlled by saturated salt solution (
20,
21,
22,
23). The samples taken at 0, 1, 2, 4 and 6 months were analyzed in triplicate by HPLC.
Preparation of sample solutions and analysis
The stock solution of the extract was prepared in methanol to a concentration of 2 mg/mL while working sample solution (0.2 mg/mL) was prepared by diluting the stock solution with mobile phase. All the working sample solutions were filtered by 0.45 μm polytetrafluoroethylene (PTFE) syringe filter (Whatman, Maidstone, England). All the samples were analyzed in triplicate by HPLC.
Calculations of chemical kinetic parameters
Order of the reaction
The order of the reaction was determined using the graphic method (
24,
25). Zero order, first order and second order graphs were plotted for each temperature. The correlation coefficient of each of the graphs was evaluated and the plot with best linearity was taken as the order of the chemical reaction. The reaction rate constant (K) of the chemical reaction at each elevated temperature was calculated from slope of the curve of % remaining concentration versus time for zero order, natural logarithm of % remaining concentration versus time for first order and inverse of remaining concentration (1/C) versus time for second order.
Activation energy
Activation energy (Ea), the energy required to move a molecule from initial state to the transitional state (which is frequently constant) or the fraction of molecules having sufficient energy at a given temperature (A), was determined from the rate constant (K) by plotting logarithm (log K) or natural logarithm (ln K) versus reciprocal of the absolute temperature (1/T) (
25). The slope of the straight line of the plot (–Ea /2.303 R or –Ea /R) and intercept (log A or ln A) were used to calculate Ea and A, respectively. The Arrhenius relationship was then used to determine the reaction rate constant at room temperature (25°C, 298.15 K).
The Arrhenius equation is given as follows:
K = A e Ea/ RT
Ln K = ln A – Ea /RT
Log K = log A – Ea/RT
Where K is a rate constant, A is frequency or collision factor, e is the base of natural logarithm, Ea is activation energy (J mol-1), R is the universal gas constant (8.314 J mole-1k-1) and T is temperature (Kelvin).
Shelf life (t90)
Shelf life depends on order of the reaction and is calculated using Arrhenius equation. The rate constant at different temperatures was used to estimate shelf life at various temperatures by the following equation for zero order reaction.
Shelf life (t90) = 0.105/K
Statistical analysis
All the samples and standards were analyzed in triplicate and results were averaged with standard deviation.