Corresponding Author:
C. L. SINGH
R. V. Northland Institute, Chithera, Dadri, Gautam Budh Nagar-203 207,New Delhi-110 017, India
E-mail:
chhotelal007@gmail.com
Date of Submission 11 May 2014
Date of Revision 21 January 2015
Date of Acceptance 26 July 2015
Indian J Pharm Sci 2015;77(4):399-404  

 

Abstract

In the present study a simple, accurate, precise, economical and specific UV-spectrophotometric method for estimation of besifloxacin in bulk and in different pharmaceutical formulation has been developed. The drug shows maximum λmax 289 nm in distilled water, simulated tears and phosphate buffer saline. The linearity range of developed methods were in the range of 3-30 µg/ml of drug with a correlation coefficient (r2) 0.9992, 0.9989 and 0.9984 with respect to distilled water, simulated tears and phosphate buffer saline, respectively. Reproducibility by repeating methods as %RSD were found to be less than 2%. The limit of detection in different media was found to be 0.62, 0.72 and 0.88 µg/ml, respectively. The limit of quantification was found to be 1.88, 2.10, 2.60 µg/ml, respectively. The proposed method was validated statically according to International Conference on Harmonization guidelines with respect to specificity, linearity, range, accuracy, precision and robustness. The proposed methods of validation were found to be accurate and highly specific for the estimation of besifloxacin in different pharmaceutical formulations.

Keywords

Besifloxacin, UV−Spectrophotometric method, Simulated tears, ICH guidelines, Validation

Besifloxacin (BSF) is a fourth−generation fluoroquinolone antibiotic with systemic n a m e ( I U PA C ) a s 7 − [ ( 3 R ) − 3 − a m i n o a z e p a m − 1 − y l ] − 8 − c h l o r o − 1 − c y c l o p r o p y l − 6 − f l u o r o − 4 − oxo−1,4−dihydroquinoline−3−carboxylic acid (fig. 1). It is fourth generation ophthalmic fluoroquinolone of synthetic origin that was approved by the US−FDA in May, 2009 for the treatment of bacterial conjunctivitis[1]. The first marketed formulation of BSF salt was ‘Besivance’ having 0.6% ophthalmic suspension and sold first in USA under the trade name of Besivance®[26]. BSF is a novel 8−chlorofluoroquinolone with an N−1 cyclopropyl substituent[7]. The amino azepinyl substituent at the C−7 position and the chlorine at the C−8 position give BSF a unique structure and activity profile. In vitro studies show BSF to be highly active against both gram−positive and gram−negative bacteria, including multidrug−resistant strains, and to be rapidly bactericidal. The literature reported the estimation of BSF in human tears by tandem mass HPLC[8] bioassay method[9] and by chiral HPLC[10], but no published research papers were found by UV−Spectrophotometer.

The purpose of this proposed work was to develop the methods for quantitative estimation of BSF in different simulated body fluid and in pharmaceutical formulations. The literature survey does not report any UV−Spectrophotometric method for estimation of BSF in different body simulated fluids. This paper reports three newly developed methods for quantitative estimation of BSF in simulated body fluids, in bulk and in pharmaceutical formulations, according to International Conference on Harmonization (ICH) guidelines[11,12]. The results were analyzed and validated statistically. Thus, reported methods were found to be simple, accurate, precise and economical.

Figure

Figure 1: Chemical structure of besifloxacin.

Materials and Methods

An UV/Vis double beam spectrophotometer (Pharmaspec−1700, Shimadzu, Japan), having 1 cm matched quartz cells, loaded with UV Probe software, spectral bandwidth of 1 nm, having wavelength accuracy of ±0.3 nm. All weighing was performed over 1 mg sensitive electronic balance (Vibra DJ−150S−S, Shinko Denshi, Japan). For mixing and dissolving bath sonicator (Sarthak SUC− 322) was used.

The API reference standard of BSF hydrochloride was obtained as kind gift from Indoco Remedies Ltd, Mumbai, India arranged by KPS Clinical Services, Greater Noida, UP, India. Besifloxacin ophthalmic suspension 0.6% w/v (Besix® eye drops) containing 5 ml of product was procured from a local pharmacy. Double distilled water was used as solvent for experimental purposes. Disodium hydrogen phosphate, potassium dihydrogen phosphate, sodium chloride, sodium bicarbonate, calcium chloride, hydrochloric acid and sodium hydroxide were purchased from Qualigens (Fischer), Mumbai, India. All chemicals and reagents used for experimental purposes were of analytical grade.

Preparation of stock solutions and calibration curve

The standard stock solution (60 μg/ml) of drug was prepared by dissolving accurately 6 mg of API in 100 ml of volumetric flask with distilled water. Aliquots of the range 0.5 to 5.0 ml of standard stock solution of drug were taken in a series of 10 ml volumetric flask where volume was made up to the mark with distilled water, simulated tears (pH 7.4) and phosphate buffer (pH 7.4) separately to make the concentration range of 3−30 μg/ml. The absorbance of each standards were measured at 289 nm against the respective medium as a blank.

The stock dilution (60 μg/ml) of marketed product was prepared by pipetting out 1 ml of 0.6% w/v ophthalmic suspension (with continuously sonication during pipetting), which was equivalent to 6 mg of BSF that was dissolved with 100 ml distilled water. The calibration curves were prepared by plotting graph between absorbance and concentration.

Preparation of phosphate buffer saline

Phosphate buffer saline of pH 7.4 was made by dissolving 2.38 g of disodium hydrogen phosphate, 0.19 g of potassium dihydrogen phosphate and 8.0 g of sodium chloride in sufficient distilled water to produce 1000 ml. The pH was maintained by concentrated hydrochloric acid and sodium hydroxide solution.

Preparation of simulated tears

A simulated tear of pH 7.4 was prepared by dissolving 0.2 g of sodium bicarbonate, 0.008 g calcium chloride and 0.67 g of sodium chloride in volumetric flask to produce 100 ml. The pH was maintained by concentrated hydrochloric acid and sodium hydroxide solution.

Methods validation

The development and validation of analytical procedures with respect to specificity, linearity, range, accuracy, precision, detection limit (DL), quantitation limit (QL) and robustness were developed according to ICH guidelines.

Specificity

The specificity of the different method was analyzed by UV scan of the standard stock solution in different media like distilled water, simulated tears (pH 7.4) and phosphate buffer solution (pH 7.4), to determine the λmax (wavelength of maximum absorption) with different media. The scanning can be helpful to specificity of the method by evaluating interaction study obtained from scan of individual standard drug solution in different media and with others excipients of different formulations. In the present study, no interfering peak was observed (figs. 2 and 3) from the standard drug with different simulating media. Thus, scanning can be helpful to specificity.

Figure

Figure 2: Ultraviolet spectrum in different media. Scanned stacked spectrum graph of BSF in (a) distilled water (b) simulated tears and in (c) phosphate buffer saline.

Linearity

The linearity was established across the range and the absorbance of standard stock solution in different media in the range of 3−30 μg/ml was measured at 289 nm.The calibration curves were prepared by plotting graph between average absorbance (n=3) and concentration. Linearity was determined by least square regression method.

Range

The specified range was selected from linearity studies. The method for specified range was established by analyzing at 80, 100 and 120% of 3, 6 and 9 μg/ml samples in triplet at 289 nm. The range was expressed as mean recovery with SD and %RSD.

Accuracy

Accuracy can be analyzed by percentage recovery of added (2, 3 and 4.5 μg/ml) drug solution to fixed concentration (4.5 μg/ml) of standard drug solution. For standard stock solution, the accurately weighed amount of BSF 6 mg was dissolved in volumetric flask with 100 ml of distilled water. While for sample stock 1 ml of ophthalmic suspension was pipetted out and dissolved in volumetric flask with 100 ml of distilled water.

In a separate dilution three volumetric flask of 10 ml was taken and each having 4.5 μg/ml of standard stock solution were added with 2, 3 and 4.5 μg/ml of sample stock solution respectively to get final concentration of 6.5, 7.5 and 9 μg/ml after diluting with distilled water. The same procedure was repeated with the simulated tears and phosphate buffer solution. The accuracy was reported as percentage recovery by the assay of known amount of sample in the standard solution with SD and %RSD.

Figure

Figure 3: Overlay ultraviolet spectrum in different media. Overlay spectrum graph report of BSF in distilled water, in simulated tears and in phosphate buffer saline.

Precision

Repeatability precision was calculated by analyzing 6 determinations of strength 15 μg/ml as 100% of BSF standard solution. The repeatability precision was expressed as %RSD. The intermediate precision was evaluated on the standard solution of strength 9 μg/ml on same day and also on two consecutive weeks in each media.

Detection limit and quantitation limit

The detection limit and the quantitation limit were based on the slope of the calibration curve and standard deviation of Y− intercept of regression line.

Robustness

The robustness of the method was evaluated by stability study of BSF on the same day and on two consecutive days. The robustness was expressed as amount recovered in %RSD.

Results and Discussion

The proposed method was validated according to the guidelines of ICH. The method discussed in this analysis provides a simple, accurate, economical and convenient for the analysis of BSF by UV−spectroscopy. The absorbance spectra of BSF in different media like distilled water, simulated tears and phosphate buffer solution were shown in (fig. 2). The found reported average λmax was 289 nm that was the same in different scanning media (fig. 3). Thus proposed method was found to be specific and selective.

In the developed method, linearity was observed in the concentration range of 3−30 μg/ml. Linear absorbance versus concentration gives regression equation; Y=0.0438X−0.0905, Y=0.0437X+0.0001 and Y=0.0434X–0.0207 with a correlation coefficient (r2) of more than 0.99 in distilled water, simulated tears and in phosphate buffer saline solutions (fig. 4). The above linear regression equation with a high correlation coefficients indicates good linearity between absorbance and concentration in the range of 3−30 μg/ml Table 1.

The accuracy of the proposed method by standard addition method were found within the specified range, thus indicates the accuracy of the method Table 2. The specified range test of the proposed method of each 3, 6 and 9 μg/ml studied at 80, 100 and 120% were analyzed and calculated for their percentage recovery with SD and % RSD. The SD and % RSD within the range (<2%) proves the specific range test within limit Table 3.

Parameters Media 1 Media 2 Media 3
Linearity range (µg/ml) 3–30 3–30 3–30
Regression equation Y=0.0484X-0.0905 Y=0.0437X+0.0001 Y=0.0434X-0.0207
Correlation coefficient (r2) 0.9992 0.9989 0.9984
Molar absorptivity (ε) (L/mol/cm) 0.0382±103 0.0430±103 0.0410±103
Sandell’s sensitivity (µg.cm2/0.001 abs. unit) 10296±10-3 9142±10-3 9605±10-3
95% CI for slope <0.0001 <0.0001 <0.0001
95% CI for intercept <0.0001 0.9893 0.1111
SE of slope 0.0005 0.0005 0.0006
SE of intercept 0.0091 0.0096 0.0116
SE of estimate 0.0134 0.0141 0.0169
Repeatability (%RSD) 0.72 1.16 0.31
DL (µg/ml) 0.62 0.72 0.88
QL (µg/ml) 1.88 2.1 2.67
Media 1: Distilled water, Media 2: simulated tear (pH=7.4), Media 3: phosphate buffer saline (pH=7.4), %RSD: percent residual standard deviation of six determinates.
CI: confidence interval, SE: standard error, DL: detection limit, QL: quantitation limit, BSF: besifloxacin, UV: ultraviolet  

Table 1: Regression, Analysis And System Suitablity Parameters Of Bsf From Uv−Spectrophotometric Method.

Media Standard Added sample Percentage %RSD
  concentration (µg/ml) concentration (µg/ml) recovery (mean±SD)  
Distilled water 4.50 2.00 105.23±0.01 0.17
  4.50 3.00 108.37±0.02 0.26
  4.50 4.50 108.66±0.04 0.35
Simulated tear (pH=7.4) 4.50 2.00 99.84±0.03 0.38
  4.50 3.00 101.06±0.03 0.40
  4.50 4.50 99.77±0.03 0.34
Phosphate buffer saline (pH=7.4) 4.50 2.00 101.35±0.02 1.94
  4.50 3.00 104.00±0.12 1.47
  4.50 4.50 99.00±0.03 0.28

Table 2: Accuracy

Media Concentration Tested concentration Tested concentration Tested concentration
  (µg/ml) (80% concentration) (100% concentration) (120% concentration)
    Percentage % RSD Percentage % RSD Percentage %RSD
    recovery±SD   recovery±SD   recovery±SD  
Distilled water 6 103.56±0.12 1.98 102.14±0.06 0.87 102.08±0.05 0.65
  9 103.88±0.04 0.55 104.22±0.07 0.69 104.34±0.04 0.41
  12 97.40±0.05 0.51 98.00±0.12 1.06 101.08±0.07 0.52
Simulated tear (pH=7.4) 6 97.93±0.04 0.80 98.00±0.03 0.45 99.38±0.02 0.30
  9 99.64±0.08 1.08 99.06±0.03 0.28 102.60±0.09 0.91
  12 97.86±0.04 0.43 97.25±0.04 0.38 101.67±0.29 1.22
Phosphate buffer saline (pH=7.4) 6 97.77±0.05 1.00 102.50±0.04 0.57 103.21±0.04 1.91
  9 99.60±0.05 0.66 99.96±0.02 0.20 98.81±0.18 1.80
  12 98.84±0.04 0.42 101.66±0.04 1.12 98.50±0.03 0.19

Table 3: Range

Figure

Figure 4: Calibration curve of besifloxacin in different media. Calibration curve of besifloxacin in distilled water ( ), in
simulated tears ( ) and in phosphate buffer saline ( ).

The precision of the method was found for 15 μg/ml samples within the limit (<2 %RSD) prove the precision of the methods Table 4. The intermediate precision (% RSD) for selected sample 9 μg/ml was found to be 1.26, 1.09, 0.99 in distilled water, in simulated tears 0.25, 0.12, 1.03 and in phosphate buffer found to be 0.13, 0.17 and 0.86 in the analysis on same day, also on the two consecutive weeks (Table 5). The % recovery and % RSD proves high precision of the method.

The robustness of the proposed method was established by % recovery and % RSD of the sample on same day and also on two consecutive days was found to be 1.23, 0.56, and 1.26 in distilled water, 0.77, 1.35 and 1.10 in simulated tears 2.09, 0.55 and 1.74 in phosphate buffer, respectively. The result proves the robustness of the method Table 6. The DL and QL was found to 0.62 and 1.88 μg/ml in distilled water, 0.72 and 2.10 μg/ml in simulated tears, and 0.88 μg/ml and 2.67 μg/ml in phosphate buffer, respectively.

Conclusion

The developed method was found to be very simple, sensitive, accurate and economical. The reported UV−methods can be used for the analysis of BSF in simulated body fluids, in bulk and in marketed formulations. Thus proposed method will be suitable for the analysis of besifloxacin hydrochloride.

Acknowledgements

The authors would like to grateful of the authorities of R. V. Northland Institute, Dadri, G. B. Nagar, India for funds and providing required facilities to carry out the proposed work and also thankful to the KPS Clinical Services, Greater Noida, UP, India for providing the standard drug besifloxacin hydrochloride.

Media Concentration Percentage %RSD
  (µg/ml) recovery±SD  
Distilled water 15 101.06±0.11 0.72
Simulated tear (pH=7.4) 15 102.13±0.18 1.16
Phosphate buffer saline (pH=7.4) 15 99.00±0.05 0.31

Table 4: Precision Repeatability

 

Media Time Concentration Percentage %RSD
  (days) (µg/ml) recovery±SD  
Distilled water 1 9.00 100.62±0.12 1.26
  7 9.00 106.95±0.12 1.09
  14 9.00 108.34±0.12 0.99
Simulated tear 1 9.00 99.22±0.03 0.25
(pH=7.4) 7 9.00 102.88±0.01 0.10
  14 9.00 105.11±0.10 1.03
Phosphate buffer 1 9.00 101.3±0.01 0.13
saline (pH=7.4) 7 9.00 109.11±0.18 0.17
  14 9.00 104.21±0.10 0.86

Table 5: Intermediate Precision.

Media Concentration Percentage %RSD
  (µg/ml) recovery±SD  
Distilled water 3 106.22±0.08 2.09
  6 100.50±0.04 0.55
  9 102.55±0.16 1.74
Simulated tear (pH=7.4) 3 105.84±0.03 0.77
  6 102.33±0.09 1.35
  9 102.24±0.10 1.10
Phosphate buffer saline (pH=7.4) 3 103.26±0.04 1.23
  6 101.83±0.04 0.56
  9 101.22±0.12 1.26

Table 6: Robustness

Financial support and sponsorship

R. V. Northland Institute, Dadri, G. B. Nagar, India provided the funds and facilities for the work.

Conflicts of interest

There are no conflicts of interest.

References