Development and Validation of HPTLC Method for Determination of Edoxaban in Bulk and Tablet

 

Ms. Tarkeshwari K. Dhiware1*, Mr. Paresh A. Patil 2, Mr. Mahesh G. Salaraya3

1C. K. Pithawalla Institute of Pharmaceutical Science and Research, Surat, (Gujarat) 395007 [India]

2Ahinsa Institute of Pharmacy, Dondaicha, Shindkheda, Dhule. (MS) 425408 [India]

3C. K. Pithawalla Institute of Pharmaceutical Science and Research, Surat, (Gujarat) 395007 [India]

*Corresponding Author E-mail: tarkeshwaridhiware16@gmail.com

 

ABSTRACT:

Objective- To develop as simple and sensitive, high- performance thin layer chromatography (HPTLC) method for the quantitative estimation of Edoxaban in bulk and tablet. Validation of developed methods for linearity, accuracy, precision, ruggedness as per ICH guidelines. Method- Sample of edoxaban was applied on precoated silica gel 60F254 glass plate (20 × 10 cm with 200 μm thickness HPTLC, Merck) TLC plate under pure nitrogen stream by Camage Linomat automic sample applicator. Separation was carried out by using the mobile phase of toluene: methanol: triethylamine and ratio (7.5:1:0.2, v/v/v). Developed TLC plates were scanned by camag TLC scanner and detection was carried out at 230 nm. Result- Rf value of Edoxaban was found to be 0.6. linearity was found from 400-2400 ng/band. The mean percentage recovery was found to be 98.4% Materials-The drug was used without further purification. As the tablet formulation was not available in Indian market; tablet containing 15, 30, 60mg Edoxaban were prepared in-house using direct compression technique. Prepared tablets were used as pharmaceutical formulation for further analysis.  Conclusion: The present study represents first HPTLC method that deals with the estimation of Edoxaban. Validation results indicated that the developed method is simple, rapid, accurate, specific, sensitive and precise. The developed method was validated as per ICH Q2 (R1) guideline by studying various validation parameters like accuracy, precision, specificity, assay, LOD and LOQ. It can be concluded that the method can be used inroutine analysis of Edoxaban in tablet dosage form.

 

KEYWORDS: Edoxaban, Toluene, Methanol, Triethylamine, HPTLC.

 

 


 

INTRODUCTION:

Edoxaban (Molecular formula- C24H30CIN7O4S M.W.-548.06  g/mol .) Chemically isN’-(5-chloropyridin-2-yl)-N-[(1S,2R,4S)-4-(dimethylcarbamoyl)-2-{5-methyl-4H,5H,6H,7H-[1,3]thiazolo[5,4-c]pyridine-2-amido}cyclohexyl]ethaniamide .

 

Used as an anti-coagulants, anti-thrombin and factor Xa inhibitors. It is a new generation of oral anticoagulant drug that selectively inhibits coagulation factor Xa. [1]. It is used in thrombo prophylaxis in patients following total knee replacement surgery with a desired efficacy and safety profile [2]. FDA approved Edoxaban (savasya, Lixiana) on Jan 8, 2015 for the prevention of stroke and systemic embolism in patients with non valvular atrial fibrillation (AF) [3]. Edoxaban is not an official drug in any Pharmacopoeia. Literature survey reveals that some methods have been reported for their determination of Edoxaban by HPLC [4-6] and hyphenated techniques such as UPLC–MS/MS [7-8], LCMS [9-10], GCMS [11], either alone or in combination. Most of the reported methods are based on hyphenated techniques and overall cost of the analysis using these techniques is more as compared to high-performance thin layer chromatography [12-15]. There is no HPTLC method available yet for estimation of Edoxaban in tablets. This paper presents development and validation of a simple, accurate and precise HPTLC method for estimation of Edoxaban in bulk and tablets.

 

The detailed literature survey revealed that there was no HPTLC method reported, Hence, the attempts was made to develop and validate the HPTLC method on Edoxaban. The HPTLC method was more efficient and sensitive than UV-Spectrometric Method.

 

 

Selection and optimization of mobile phase:

Initially, single solvent was selected on the basis of drug polarity, then Cyclohexan: Methanol in varying ratios was tried. In order to obtain high resolution and reproducible peaks different mobile phase compositions were tested. The developed spot was diffused and tailing was observed. To the above mobile phase, 1.0 mL Triethanolamine was added. The peak was symmetrical in nature. The mobile phase Toluene: Methanol: Triethanolamine (3.5: 0.5: 1.0 v/v) gave good, sharp and symmetrical peak. The wavelength 290 nm was found to be optimal for highest sensitivity. Sharp and well resolved peak was obtained for Edoxaban at Rf of 0.61 ± 0.02 when the chamber was saturated with mobile phase for 15 min at room temperature.

 

Table 1. Optimization of mobile phase

Sr. No.

Solvent System

Composition

(v/v/v)

Rf

1

Cyclohexane: Methanol

4:1

0.76 spreading

2

Toluene: Methanol

4 : 1

0.73 tailing

3

Toluene : Methanol:Triethylamine

2.5:1.5:1.0

0.71 tailing

4

Toluene: Methanol: Triethylamine

3.5 : 0.5: 1.0

0.61

 

 

HPTLC Chromatogram of Edoxaban-

Figure 1: HPTLC Chromatogram of Edoxaban (Rf = 0.61 ± 0.02)

 

 

 

Linearity study:

Edoxaban depicted good linear relationship of area against concentrations evaluated during HPTLC analysis. Linear regression equation for HPTLC was found to be y = 1.476x + 144.2 with regression coefficient (r2 = 0.999) which is generally considered as evidence of acceptable fit. Table 2

 

Prepared the stock solution of 1000µg/mL from that for linearity take the 0.4, 0.8, 1.2, 1.6, 2.0, 2.4 pipette out and diluted upto 10mL. the concentration of that dilution was 400,800,1200,1600,2000,2400ng/mL and analysed in UV spectrophotometer.

 

Table 2: Linearity Study of Edoxaban

Con.ng/band

Area

400

595.9

800

1045.6

1200

1452

1600

1880

2000

2391

2400

2804

 

 

Fig 2. Calibration curve of Edoxaban

 

 

Fig.3.  3-D linearity chromatogram of Edoxaban

 

Validation of the Proposed Method:

The method was validated in compliance with ICH guidelines.

 

Accuracy:

 

 
As per ICH guidelines 80, 100 and 120 % solutions were analyzed. The concentrations of the drug were calculated from linear regression equation. The obtained % recovery were found to be in 98.4% (Table 3).

 

Table 3: Recovery Study

Initial amout

Amount added

area

Amount found

%amount Found

%recovry

1.2

9.6

1536

219428.6

14285.71

98.4

1.2

1.2

1650

183333.3

11111.11

98.4

1.2

1.4

1806

167222.2

9259.259

98.4

 

Precision:

The three 400, 1200, 2000 ng/band consequent solutions of Edoxaban were analysed three times in a day and in a continuously three days. The concentrations of the drug were calculated from linear regression equation. The obtained amount found and %RSD of intra-day and inter-day found to be , 1.60 and 1.40 respectively. The method was precise as the %RSD were less than 2 and there was not much difference in % RSD of intraday and interday was observed i.e. 1.23-1.60 and 0.65- 1.41 respectively.

 

Table 4: Data of Precision Study

Intraday precision:

Concentration

area

Amount found

%Amount found

400

614

532.0682

86.65606

1200

1462

1380.068

94.39591

2000

2312

2230.068

96.45624

Con

Mo.

Af.

Even

Mean

SD

% RSD

400

614

605

620

613

7.549834

1.231621

1200

1462

1500

1483

1481.667

19.03506

1.284706

2000

2312

2358

2387

2352.333

37.81975

1.607755

Con= Comcentration; Mo.= Morning; Af.= Afternoon; Even= Evening

 

On the basis of above result area taken at morning, afternoon and evening was found to be in the range and SD and % RSD was found to be less than 2%

 

Interday Precision:

Concentration

Area

Amount found

%amount found

400

598

515.4112

86.18917

1200

1475

1392.411

94.40076

2000

2304

2221.411

94.41542

 

Conc.

day 1

day 2

day 3

Mean

SD

%RSD

400

600

584.6

598.1

594.2333

8.396626

1.413018

1200

1460

1478.6

1458.2

1465.6

11.29425

0.770623

2000

2300

2330.5

2315

2315.167

15.25068

0.658729

 

On the basis of above result the area taken at 3 different day was found to be in the range and SD and % RSD was found to be less than 2% .

 

Repeatability:

The six dilutions of 1200 ng sample solution of Edoxaban were analyzed using HPTLC. The concentrations of the drug were calculated from linear regression equation. The % RSD of repeatability study was found to be 0.12 i.e. less than 2 which indicate that this passes parameter Table 5.

 

Table 5: Repeatability Study

Concentration

Peak area

Amount found

% Amount found

1200

1458

1360.304

93.29928

1200

1433

1335.304

93.18238

1200

1460

1362.304

93.30846

1200

1501

1403.304

93.49124

1200

1468

1370.304

93.34493

1200

1500

1402.304

93.4869

Mean

1869

1372.304

93.3522

SD

1869

26.37423

0.119232

%RSD

1869

1.921895

0.127723

 

Sensitivity:

For the LOD and LOQ 400, 500, 600, 700 and 800 ng/band concentration solutions were analysed. And LOD and LOD were calculated using equation LOD = SD/S x 3.3 and LOQ = SD/S x 10, where SD is the residual standard deviation of the peak areas of the drug (n = 6) and ‘S’ is the slope of the line The LOD and LOQ were found to be 1.95 and 5.93 respectively which indicates that method is sensitive. Table 6.

 

Table 6: Sensitivity

LOD (ng/band)

LOQ (ng/band)

1.95

5.93

 

 

Ruggedness:

The 1200 ng concentration sample solutions of Edoxaban from the homogenous slot using same operational and environmental conditions were analyzed in HPTLC by two different analysts i.e. analyst I and analyst II. The calculations were carried out and the resultant values of % amount found and %RSD by analyst I and analyst II were found to be 93.35, 1.26 and 93.48, 1.90 respectively. The result shows that there is not much difference in % amount found after changing the different analyst which indicates that method is rugged Table 7.

 

Table 7: Ruggedness Data

Analyst

% Amount found

% RSD (n = 6)

I

93.35

1.26

II

93.48

1.90

 

Robustness:

In Design Expert software includes four options viz. Factorial, Combined, Mixture, and response surface. Design of experiment is preferred and in that, Full Factorial design is chosen for four factors and two responses. It provides 16 runs to assess for Robustness studies. Robustness was performed by deliberately  introducing  a  variety  of  changes  in  the previous chromatographic conditions  viz.  Plate development, Activation time, and Saturation time the effects on the results were examined. Equations obtained from the model were with the forms:   

 

Retention factor (y1) =

0.21 + 0.019*A +0.019*B + 0.00375*C + 0.014*D + 0.00625*A*C + 0.00625*A*D (1)

 

Area (y2) =

0.73 + 0.015*A + 0.015*B – 0.0050*C +0.005*D – 0.0025*A*B + 0.0075*A*C (2)

 

Where, the mobile phase is Tolune: methanol: triethylamine (3.5:0.5:1.0) was used. As per the values of coefficients from the polynomial models and their Equations (1) - (2), factor A has negative influence on all respective responses while factor B also has positive influence over respective responses. Thus, increase in % of Tolune lead to increase in Rfand Area also. Like wise positive changes in saturation time also shows positive effect over Rf and Area.

 

Estimation of experimental error and measurement of validity of polynomial models (lack of fit) were obtained through repetition of experimental points (optimized level of variables). The ANOVA was used to obtain regression lack of fit. Robustness studies were performed using 10 µg/mL of Edoxaban.  The results are shown in Table .8 and Fig. 4.


 

 

 

 

Table 8. Robustness Design data from FFD design soft

Run

Development plate Factor 1

Saturation time

Factor 2

Tolune

Factor 3

Activation time

Factor 4

Response 1

Rf

Response 2

Area

1

7

20

1.2

8

0.64

8525.7

2

7

10

1.2

8

0.62

8536.1

3

7

10

1.2

12

0.60

8530.8

4

9

20

0.8

8

0.57

8529.6

5

9

20

1.2

12

0.59

8533.4

6

9

20

0.8

12

0.56

8526.6

7

9

20

1.2

8

0.62

8532.8

8

7

20

0.8

8

0.57

8522.7

9

7

20

1.2

12

0.60

8535.0

10

7

10

0.8

8

0.59

8523.6

11

9

10

1.2

12

0.62

8534.1

12

9

10

1.2

8

0.61

8521.9

13

9

10

0.8

12

0.55

8528.5

14

7

10

0.8

12

0.59

8535.7

15

7

20

0.8

12

0.60

8529.6

16

9

10

0.8

8

0.56

8521.0

 

Table 9. Robustness Design data from Design Expert Software Studies for HPTLC analysis of Edoxaban.

Response

Polynominal equation model for Y

Predicted R²

Model P value

% CV

Adequate precision

Rf

0.21 + 0.019*A +0.019*B + 0.00375*C + 0.014*D + 0.00625*A*C+0.00625*A*D

0.8782

0.0014

2.42

19.26

Area

0.73 + 0.015*A + 0.015*B – 0.0050*C +0.005*D– 0.0025*A*B+ 0.0075*A*C

0.9341

0.0160

1.06

21.48

 

Table 10. Comparison of experimental and predictive values of different experimental runs under optimum conditions

A: Plate development

B: Saturation time

C: Tolune

D: Activation time

Rf

Area

8

15

0.8

10

 

Experimental value

0.55

8425.78

Predicted value

0.57

8582.1

Predicted error

0.281

1.284

 

 

 

 

 

A

B

 

 

C

D

Fig: 4: Three-dimensional response surface plot showing effect of factors on Rfand Area

A is Plate development, B is saturation time, C is Tolune D is Activation time.

(a) For variation in Rfof A and B factor, (b) For variation in Rf of A and D factor (c) For variation in area of B and C factor (d) For variation in area of C and D factor.

 

 


CONCLUSION:

Both the developed methods are economical, simple, accurate, precise and rugged, and can be used for the usual study of Edoxaban from its pharmaceutical formulations. The methods are developed for quantification of Edoxaban tablets. It is also used in routine quality control of the formulations containing Edoxaban.

 

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Received on 28.06.2019                 Accepted on 21.07.2019

© Asian Pharma Press All Right Reserved

Asian J. Pharm. Ana. 2019; 9(3):161-166.

DOI: 10.5958/2231-5675.2019.00029.2