Materials and methods
Five different honey boxes were purchased from the market where mostly sell first material used in traditional pharmacy. The samples were originated from Anethumgraveolens L. (Dill), Astragalus spp. (milk vetch), Citrus spp. (citrus) and the two remain ones were multi floral in origin. All reagents were analytical grade and were purchased from Merck (Darmstradt, Germany).
Deslagging procedure
Each honey samples were divided in three sets. The first set was stored at room temperature as control groups. The second set was treated according to the following method described in the literature on traditional Iranian medicine; 500 mL water was added to 500 g of honey. It was warmed slowly to boiling point on a heater and the surface slag was collected by a spatula. Honey was weighed until all water evaporated and then it was cooled at room temperature. The third set was processed in the same way as the second part except that heating was done in a boiling water bath.
IHC tests
Proline
Proline content is determined calorimetrically after complex formation with ninhydrinas proposed by the harmonized method of International Honey Commission (IHC) (
8,
27). 1 mL of 3% (w/v) ninhydrin solution inethylene glycol monomethylether was added to the mixture of formic acid (1 mL) and 0.5 mL of 5% honey solution. 0.5 mL double distilled water and 0.5 mL proline standard solution (0.8 mg/25 mL) were used as the blank and reference respectively. Final mixtures were placed in boiling water for 15 min and then in water bath at 70
°C for 10 min. Finally absorbance was measured 45 min after removal from the bath at 510 nm and an addition of 50% mixture of 2-propanol-water (5 mL). Proline content was calculated by following formula:
Proline (mg/Kg) = (Es/Ea) × (E1/E2) × 80
Where Es is absorbance of the sample solution, Ea is the average of the two absorbances. Measurements for the proline standard solution, E1 is the mg of proline taken for the stoke solution, E2is the weight of honey in grams and 80 is the dilution factor.
Diastase
Diastase activity was measured according to the Schade method presented in IHC with some modification (
8). Briefly, a honey solution containing 10 g honey, 5 mL acetate buffer (pH 5.3 and 2.12 M) and 3 mL of NaCl (2.9%) was volumed to 50 mL with double distilled water and incubated at 40
◦C for 15 min. Then 5 mL of starch solution 4% (w/v) at 40
◦C was added to the honey solution and the mixture was returned to the water bath. 0.5 mL of honey-starch mixture was diluted with the appropriate volume of water after 5 min. In the next step, 5 mL diluted iodine solution (0.088 mg/L) was added to the diluted mixture and absorbance was measured at 660 nm. Absorbance measurement continued until 3-4 measurements were taken between 0.465 and 0.155. According to the linear regression equation, the time related to the absorbance equals to 0.235 was calculated and finally diastase number was calculated as follows (
28,
29);
DN = 300/tA=0.235
Where t
A=0.235 is the time (
28) that predicted absorbance according to the linear regression is 0.235.
Hydroxy Methyl Furfural (HMF) content
According to IHC methods, HMF is measurable in 3 ways. The HMF content measurement is based on the absorbance at 284 nm. According to White method a 5 g honey sample is dissolved in approximately 25 mL of water and then 0.5 mL of 15% w/v potassium hexacyanoferrate (
30) and 0.5 mL of 30% w/v zinc acetate was added to the medium. Finally it was made up to a volume of50 mL with double distilled water. The mixture was filtered through 0.45 µm filter and first 10 mL of filtrate was discarded. 5 mL of filtrate plus 5 mL of water was pipetted in to a glass tube and after incubation for 1 hour at room temperature, the level of absorbance was determined at 284 and 336 nm. To prepare the blank, 5 mL of 0.2% sodium bisulfite was added to the 5 mL filtrate. If the level of absorbance was greater than 0.6 at 284 nm, the sample and the blank were diluted with water and sodium bisulfite respectively. HMF content (mg/Kg of honey) is calculated as follows;
HMF = (A284 nm - A336 nm) × 149.7 × 5 × D.
Where A284 nm and A336 nm are absorbance levels of sample solution at 284 and 336 nm respectively, the constant of 149.7 was derived from the molecular weight of HMF and the molar absorptivity of HMF at λ=284 nm and finally D is the dilution factor that is the final volume of the sample solution in mL/10.
Electrical conductivity (EC)
EC is calculated as the electric flow of a 20% honey solution (wdry matter/v) in terms of mili-Siemens per cm (mS/cm) measured by a conductometer. The temperature was set at 20 °C in a water bath with a thermostat.
Refractive Index (RI) and water content
The honey sample was homogenized, transferred to an air-tight flask and then placed in a water bath with a thermostat at 50
°C until all sugar crystals had dissolved. RI was measured by an Abbe refractometer at 20
°C. Water content was obtained from the table cited in the IHC method (
8).
Color intensity
According to the method developed by Beretta
et al. (
31), absorbance of the honey sample in warm (45-50
°C) distilled water (50% w/v)was measured after filtration through a 0.45 µm filter at two wave length (450 and 720 nm) and the difference between absorbencies was reported as mAU (
31).
PH and freeacidity
Free acidity was determined by titration to pH 8.3 as follow; A 10 g honey sample was diluted in 75 mL carbon dioxide-free water. The pH was measured by Digital pH-meter and then the solution was titrated by 0.1 M NaOH to pH 8.3. Free acidity in mEq or mmol acid/Kg honey was calculated as follows;
mL of 0.1 M NaOH× 10