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Screening of Sacrificial Excipients for Arresting Devitrification of Itraconazole from Solid Dispersion/Itrakonazolun Kati Dispersiyondan Devitrifikasyonunu Onlemek icin Amaca Yonelik Yardimci Maddelerin Taranmasi.


More than 40% of newly discovered active pharmaceutical ingredients (APIs) fail to enter the market due to low aqueous solubility. (1) Micronization, pH modification, hydrotropy, and solid dispersion have been examined for improvement of apparent drug solubility in aqueous medium, API release rate, and possibility of bioavailability. Solid dispersions can be incorporated into tablets, capsules, bioadhesive film, implants, and dry powder inhalers. (2) The other merits of solid dispersion include generation of fine particles of APIs without excessive use of energy and availability of a variety of formulation options.

The main limitation of a solid dispersion is, as reported in the literature, its physical stability and recrystallization of APIs on standing, due to absorption of moisture by the carrier and particle growth. The phenomenon of reverse crystallization of APIs results in retarded API dissolution. (3) Maintenance of the amorphous state of the drug in a dosage form is always a challenge to the formulators. This is one of the reasons for the availability of a limited number of formulations on the market.

We hypothesized that if amorphous excipients are added to a solid dispersion containing amorphous APIs then the probability of recrystallization of APIs will be arrested to a certain extent due to competition between the APIs and excipient. Such excipients are referred to as sacrificial excipients in the present investigation. This term is coined from the widely used term sacrificial antioxidants (ascorbic acid and others), which are added to formulations containing oxygen-sensitive APIs.

The example amorphous excipients are spray-dried lactose, pregelatinized starch, low-substituted hydroxypropyl ether of cellulose, and Neusilin. The sacrificial excipient will preferentially absorb moisture on standing and preferentially get converted in crystalline form and afford protection to the amorphous physical state of the API. In the present investigation, the use of quality by design is also demonstrated to speed up the formulation development work at the plant. Comparison is also done between the use of design of experiments (DoE) and artificial neural network (ANN).

The main objectives of the present study were to improve the apparent solubility of itraconazole (ITR) and to test the proposed hypothesis of using sacrificial amorphous excipients for imparting dissolution stability to APIs during storage.



ITR was received as a gratis sample from Alembic Pharmaceuticals (Baroda, India). The samples of hydroxypropyl methylcellulose (HPMC E5) and pregelatinized starch were procured from Colorcon Asia Pvt. Ltd. (Goa, India). Spray-dried lactose was procured from Signet Chemicals (Mumbai, India). Poloxamer 188 was purchased from BASF (Mumbai, India) and the solvents used were obtained from Astron Chemicals Pvt. Ltd., (Ahmedabad, India)

Preparation of solid dispersion by kneading method

Solid dispersions of ITR were prepared by kneading. Accurately weighed quantities of HPMC E5, Poloxamer 188, and sacrificial excipients (spray-dried lactose or pregelatinized starch) were mixed with a sufficient quantity of water to obtain a smooth and homogeneous paste; after that a weighed quantity of ITR was added to the paste and kneaded for 30 min. Finally the paste was dried in an oven at 45[degrees]C for 3 h and then passed through sieve #100. The samples were stored in a screw-capped glass vial until use. (4)

Experimental design

The concentrations of spray-dried lactose ([X.sub.1]), pregelatinized starch ([X.sub.2]), HPMC E5 ([X.sub.3]), and Poloxamer 188 ([X.sub.4]) were selected as independent variables in a [2.sup.4] full factorial design. All the other formulation factors were kept constant throughout the experiment. The percentages of drug dissolved at 30 ([Y.sub.1]), 60 ([Y.sub.2]), and 120 ([Y.sub.3]) min in 0.1 N HCl were selected as dependent variables. Design-expert software (version was used for creating the mathematical models. (5) The design layout with the results is shown in Table 1. Polynomial models including interaction terms were generated for all the response variables. The full polynomial equation is shown below (Equation 1).

Y = [b.sub.0] + [b.sub.1][X.sub.1] + [b.sub.2][X.sub.2] + [b.sub.3][X.sub.3] + [b.sub.4][X.sub.4] + [b.sub.12][X.sub.1][X.sub.2] + [b.sub.13][X.sub.1][X.sub.3] + [b.sub.14][X.sub.1][X.sub.4] + [b.sub.23][X.sub.2][X.sub.3] + [b.sub.24][X.sub.2][X.sub.4] + [b.sub.34][X.sub.3][X.sub.4] + [b.sub.1234] [X.sub.1][X.sub.2][X.sub.3][X.sub.4]

Here [b.sub.0] is the intercept representing the arithmetic average of all quantitative outcomes of factorial runs; [b.sub.1] to [b.sub.4] are the main effects. The terms [b.sub.12], [b.sub.13], [b.sub.14], [b.sub.23], [b.sub.24], and [b.sub.34] represent the interaction terms. The statistical validity of the model was established on the basis of analysis of variance. Subsequently, feasibility and grid searches were performed to locate the composition of the optimum formulation. Contour plots were also constructed in MS-Excel environment using the output files generated by the design-expert software.

Artificial neural network

ANN is a machine-based computational technique that attempts to simulate some of the neurological processing ability of the human brain. Fundamentally, ANNs are interconnected networks of processing units termed as 'neurons', which are responsible for the completion of the decision-making process. They have the ability to discern complex and latent patterns in the information presented to them. This feature of ANNs proves they are a powerful tool for modeling and predictive purposes and offers great potential for application in a variety of disciplines. ANNs have attracted the attention of many computer scientists and have been successfully applied to solve a multitude of problems in diverse areas of science, engineering, and business. (6)

A three-layer network with a different activation function was applied in this study. NeuroSolutions version 7.0.0 evaluation software was downloaded from NeuroDimension, Inc (www. The independent variables [X.sub.1], [X.sub.2], [X.sub.3], and [X.sub.4] were used as inputs and the responses recorded were cumulative drug release at 30, 60, and 120 min. Generally, the neural network methodology has several empirically determined parameters. These include the number of iterations or epochs, the processing element, learning rate, and momentum terms. The optimum values for ANN parameters were evaluated by obtaining those values that yielded the lowest prediction error. The multilinear perceptron network model was selected from the customized new network. Different functions like TanhAxon, SigmoidAxon, LinearTanAxon, LinearSigmoidAxon, BiasAxon, LinearAxon, and Axon were used to predict the output response. (7)

Evaluation parameters

Drug content

Solid dispersions equivalent to 10 mg of ITR were weighed accurately and dissolved in a suitable quantity of methanol. The drug content was analyzed at 260 nm by ultraviolet spectrophotometer (Shimadzu, Japan). Each sample was analyzed in triplicate.

In vitro drug release study

Dissolution experiments were conduct on the untreated drug and solid dispersion. The in vitro release test was performed using a USP type-I (basket type) dissolution apparatus (Electrolab TDT 08L, India). The dissolution medium was 0.1 N HCl (pH 1.2) maintained at a temperature of 37[+ or -]1[degrees]C with a paddle speed of 100 rpm. The powdered samples (sieved through a 100-[micro]m sieve) of pure drug and solid dispersion batches, equivalent to 100 mg of ITR, were separately added to the dissolution vessels while stirring. Samples (5 mL) were drawn at 30, 60, and 120 min and fresh dissolution medium (5 mL) was added after sampling to maintain sink condition. The samples were immediately filtered through 0.45-[micro]m filters. The first 2 mL of the filtrate was discarded and the samples were assayed for drug content after appropriate dilution with the dissolution medium. The cumulative amounts of the drug dissolved (expressed as % of the total drug added) were plotted as a function of time to produce the dissolution profiles. (8)

Fourier transform infrared spectroscopy

Spectroscopy was conducted using an fourier transform infrared (FTIR) spectrophotometer (Spectrum GX-FT-IR, PerkinElmer, USA) for the untreated ITR and optimized batch of ITR solid dispersion. The spectrum was recorded in the range of 4000-400 [cm.sup.-1]. The procedure consisted of dispersing a sample in KBr followed by gentle mixing. The spectrum was scanned at a resolution of 0.15 [cm.sup.-1] and scan speed was 20 scan/s.

Differential scanning calorimetry

A differential scanning calorimeter (DSC) (DSC-PYRIS-1, Phillips, Netherlands) was used to study the thermal behavior of the untreated ITR and optimized batch of ITR solid dispersion. The experiments were performed in a dry nitrogen atmosphere. The samples (2-4 mg) were heated in hermetically sealed flat-bottomed aluminum pans under nitrogen flow (20 mL/min) at a scanning rate of 10[degrees]C/min from 25[degrees]C to 200[degrees]C. Empty aluminum pans were used as the reference standard.

X-ray diffraction

The X-ray diffraction (XRD) study was carried out to characterize the physical form of ITR in samples of untreated ITR and optimized batch of ITR solid dispersion. Vacuum grease was applied onto the glass slide to stick the sample. The sample was allowed to spread on the glass slide in approximately 0.5 mm thickness. The slide was then placed vertically at 0[degrees] angle in the X-ray diffractometer (X'Pert Model, Phillips, Netherlands) so that the X-ray beam fell on it properly. The results were recorded over a range of 0-90[degrees] (2[theta]) using the Cu-target X-ray tube and Xe-filled detector. The operating conditions were as follows: voltage 40 kV, current 20 mA, scanning speed 1/min, temperature of acquisition: room temperature, detector: scintillation counter detector, and sample holder: nonrotating holder.

Moisture uptake study

Accurately weighed amounts of optimized solid dispersion (ITR + HPMC E5 + Poloxamer 188), solid dispersion with sacrificial excipient (ITR + HPMC E5 + Poloxamer 188 + PGS + spray-dried lactose), and also amorphous excipients PGS and spray-dried lactose were exposed to 75% RH for a fixed period of time. The stated humidity was obtained using saturated aqueous solution of sodium chloride in a sealed desiccator at 40[+ or -]1[degrees]C. The samples were observed in two different conditions, i.e., with a packaging system (samples sealed with aluminum foil) and without a packaging system.

Stability study

Short-term dissolution stability was studied under accelerated stability condition. The optimized batch with and without sacrificial excipient was stored at ambient conditions in capped amber vials (40[degrees]C/75% RH). Samples were evaluated at an interval of 30, 60, and 90 days for drug content and in vitro release characteristics study. In addition, further confirmation of stability was obtained by performing an XRD study so as to confirm the amorphous property of the drug during storage. (9)


Drug content

The drug contents of the solid dispersions were found to be in the range of 98.7%-101.3% (Table 1), which is acceptable according to the United States Pharmacopeia. (10)

In vitro release study

The cumulative drug release for the batches (SD1 to SD16) at [t.sub.120] showed a wide variation of 33% to 98% (Table 1, Figure 1a). The fitted polynomial equations (full and reduced model) relating the response at [t.sub.30], [t.sub.60], and [t.sub.120] to the transformed factors are shown in Table 2. The polynomial equations can be used to draw conclusions after considering the magnitude of coefficient and the mathematical sign it carries, i.e., positive or negative. The significance level of coefficients, which was found to be >0.05, was omitted from the full model equation to generate the reduced model equation for all three responses. The coefficients found to be significant at p value less than 0.05 were retained in the reduced model. Table 2 shows the results of the regression analysis. The high values of correlation coefficients of %CDR at [t.sub.30], [t.sub.60], and [t.sub.120] indicate a good fit. Table 3 shows the results of ANOVA. The p value is less than 0.05 for all three responses. It can, therefore, be concluded that at least one of the independent variables influences the release of the drug from the solid dispersion.

The change in %CDR at [t.sub.30], [t.sub.60], and [t.sub.120] as a function of [X.sub.3] and [X.sub.4] is depicted in the form of a response surface plot (Figure 1b) based on the full factorial design. Low level of [X.sub.3] and high level of [X.sub.1], [X.sub.2], and [X.sub.4] were found to be favorable conditions for obtaining faster dissolution. The multiple linear regression analysis (Table 2) revealed that coefficients [X.sub.1], [X.sub.2], and [X.sub.4] are positive and [X.sub.3] is negative. This indicates that on increasing factor [X.sub.1], [X.sub.2], and [X.sub.4], the drug release rate at each time point increases. A higher amount of HPMC may lead to gelation. (11) This is due to the tendency of HPMC E5 to form a hydrogel that slowly erodes in water, which probably explains the delayed dissolution. In contrast, poloxamer is a water-soluble nonionic surface-active agent and has been used in solid dispersions to improve the apparent solubility of APIs. It is proposed that the amorphous state of ITR in Poloxamer 188 solid dispersions and the solubilizing effect of poloxamer are attributable to the high dissolution rate. (12) Pregelatinized starch and spray-dried lactose improved the dissolution of ITR by virtue of its ability to arrest the devitrification process, thereby keeping the drug in amorphous state. Checkpoint batches C1, C2, and C3 were prepared as per the composition given in Table 4a. The theoretical % cumulative drug release at [t.sub.120] of batches C1, C2, and C3 was 92.30%, 92.17%, and 92.38%, respectively. The experimental values were 92.22%, 92.00%, and 92.16%, respectively, for the three batches (Table 4b), which are in good agreement with theoretical values. This confirms the validity of the model. The optimized batch obtained from the solutions of DoE was 99.21 mg of HPMC E5, 98.90 mg of Poloxamer 188, 100 mg of pregelatinized starch, and 100 mg of spray-dried lactose, which met the set dissolution criterion, i.e. more than 75% drug release at 120 min. The dissolution profile comparison of pure ITR with the optimized formulation clearly indicated enhanced solubility of the drug in solid dispersion form rather than in pure form as seen in Figure 1c.

Overlay plot

The US Food and Drug Administration (FDA) insists that while submitting the ANDA application the design space shall be submitted. Hence, the design space was generated by overlapping the three contour plots (Figure 2). The area in the right top corner indicates the design space. It is the space within which if variations occur then the FDA should not be approached for SUPAC, i.e., scale-up and postapproval changes.

Artificial neural network

In the ANN, the training data set (a couple of data points are picked from the experimental runs) was used to develop a mathematical model and thereafter the test data (the data points not included in training) were uploaded for prediction. Then the observed value of response and computed values of the selected responses were compared. The difference between the two responses is expressed as root mean square of error (RMSE). If the model is perfect, the value of RMSE is zero. A low value of RMSE is an indication of better fit. The data collected were entered into the Neurosolutions software and for each response ANN was run to get the values of RMSE. (6,7) The number of epochs needed by the various options and the MSE values for all responses are summarized in Table 5. The TanhAxon function showed the lowest RMSE value for all the responses. Moreover, 18, 18, and 15 epochs were required by the software to arrive at the minimum mean square of error of 0.07, 1.972x[10.sup.-25], and 0.017 for all three responses, respectively, when the TanhAxon option was selected in the software. The value of MSE is very close to zero. When the observed value of a response and a calculated value of response are exactly identical MSE is equal to zero. It means that the fit is perfect (the predicted value is very close to the observed value). The software generally achieves this by an iteration technique. Comparison of RMSE in the DoE and the ANN showed that the ANN serves as a better predictive tool as shown in Table 6.

FTIR study

The FTIR spectrum of pure ITR and that of optimized solid dispersions are shown in Figures 3a and 3b, respectively. The spectrum of ITR showed characteristic bands at 2935 and 2833 [cm.sup.-1] (O-H stretching), 3320 [cm.sup.-1] (N-H stretching), 1697 [cm.sup.-1] (C=O stretching), 1375 and 1465 [cm.sup.-1] (O-H in plane bending), 1040 [cm.sup.-1] (O-H out of plane bending), and 722 and 749 [cm.sup.-1] (out of plane bending for N-H). If we focus on the spectra of the solid dispersions, then prominent peaks of the drug are seen at 2935 [cm.sup.-1] for O-H stretching, which is shifted to lower frequency of 2922 [cm.sup.-1] in its kneaded particles with the same ratio. The reason for this observation might be interpreted as a consequence of O-H stretching, which was found to be very weak in its kneaded particles. These suggest that there must be strong hydrogen bonding of the drug with HPMC E-5. It can be inferred that ITR molecules were entrapped in the matrix structure of HPMC E-5 and its physical movement in the matrix was minimum and so re-aggregation and recrystallization chances were minimum with the HPMC E-5. (13)

DSC thermogram

The DSC curves obtained for untreated ITR and solid dispersions are shown in Figures 4a and 4b. Pure ITR showed a sharp endotherm at 167.38[degrees]C corresponding to its melting point. The DSC thermogram of ITR solid dispersion (Figure 4b) shows characteristic peaks at 50.17[degrees]C and 216.42[degrees]C corresponding to melting point of Poloxamer 188 and HPMC E5, respectively. Absence of a characteristic peak of the drug was noted in solid dispersions. These suggest that the physical state of the drug has been changed from crystalline to amorphous form. It is well known that transforming the physical state of the drug to amorphous or partially amorphous state leads to a high energy state and high disorder, resulting in enhanced solubility and faster dissolution. (14)


The XRD pattern of untreated ITR, solid dispersions, and solid dispersion after the stability study of 90 days are shown in Figures 5a, 5b, and 5c, respectively. The XRD scan of pure ITR showed intense peaks of crystallinity, whereas the XRD pattern of prepared solid dispersion and solid dispersion after stability exhibited a reduction in both number and intensity of peaks compared to the plain ITR, indicating a decrease in crystallinity or partial amorphization of the drug in its kneaded form. Untreated ITR drug powder showed sharp intense peaks at diffraction angles of 2[theta], 7.62, 10.33, 14.23, 15.41, 18.66, 19.73, 20.70, 21.86, 22.73, 23.61, 25.03, 27.61, and 28.62. These sharp peaks were present in the diffractograms of all the samples. The number of peaks and peak height in the diffractograms of solid dispersion decreased compared to that of untreated ITR crystalline powder. Relative crystallinity at 2[theta] angle 20.70 was found to be 0.675. This indicates a decrease in crystallinity or amorphization of the drug. After 90 days of stability study at 40[degrees]C[+ or -]75% RH, the same XRD pattern was obtained, indicating that the solid dispersion was stable and the drug was in amorphous state.

Moisture uptake study

It is well understood that amorphous drugs formulated in a solid dispersion tend to undergo devitrification upon storage at high temperature and humidity. (4) The optimized solid dispersion, without sacrificial excipients, was found to be highly hydroscopic (>30% water uptake) in nature at 75% RH. As the exposure time to the humidity was increased, the moisture content also increased. The plasticizing effect of absorbed moisture can reduce the [T.sub.g] of an amorphous substance and lead to further instability. Hence, a decrease in dissolution rate is expected on long-term storage. The samples of SD containing PGS and spray-dried lactose picked up less moisture. The results of the moisture uptake study of SD with and without sacrificial excipients and amorphous excipients (PGS and spray-dried lactose) are shown in Table 7. The data reveal that presence of sacrificial excipients absorbs the moisture in preference to the amorphous drug, thereby stabilizing the solid dispersion during storage. The improved stability of amorphous ITR in the presence of sacrificial excipient could be explained on the basis of a combination of several effects: (a) elevation of [T.sub.g];

(b) hydrogen bonding between the drug and the polymer; (c) antiplasticizing effect of the polymers. (15) Therefore, it can be concluded that the sacrificial excipients could be useful to prevent devitrification of an amorphous drug by decreasing the plasticizing effect of adsorbed water.

Stability studies

The effect of aging on the performance of amorphous ITR was investigated by performing an accelerated dissolution stability study of the optimized formulation over 3 months (40[degrees]C/75% RH). The results of the evaluation are shown in Table 8.

The solid dispersion containing only plasticizer, i.e., HPMC E5 and Poloxamer 188, showed less drug release (80.32% after 3 months), whereas the solid dispersion with sacrificial excipients, i.e., PGS and spray-dried lactose, showed 91% drug release after 3 months, which is comparable to its dissolution profile at the time of its manufacture. From the study, it can be inferred that if the formulation is exposed to high humidity the spray-dried lactose and PGS may absorb moisture and therefore less moisture (or no moisture) will be available to the drug. Therefore, the possibility of conversion of drug from amorphous form to crystalline form may be reduced. Thus, it can be concluded that sacrificial excipients play a major role in keeping the drug in amorphous form. (16,17)


The results of the present study indicate that the dissolution rate of ITR can be significantly enhanced from its solid dispersion with HPMC E5 and pregelatinized starch. ITR solid dispersion prepared by kneading method showed higher dissolution than the untreated drug. Moreover, the presence of sacrificial excipients like pregelatinized starch and spray-dried lactose in the solid dispersion aided in maintaining the amorphous state of the drug and preventing devitrification during storage, by self-absorption of moisture in place of the drug. As moisture is one of the main reasons for conversion of an amorphous form to crystalline form of a drug during storage, a smart choice of excipients can help in maintaining the drug in amorphous state during long-term storage. The innovative use of pregelatinized starch and spray-dried lactose as sacrificial excipients has not been reported in the literature.

Conflict of Interest: No conflict of interest was declared by the authors.


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(iD) Bhargavi M. PATEL, (iD) Mukesh C. GOHEL, (iD) Vaishali T. THAKKAR (*), (iD) Lalji H. BALDANIYA, (iD) Ruby R. CHRISTIAN, (iD) Tejal R. GANDHI

Gujarat Technological University, Anand Pharmacy College, Anand, Gujarat, India

(*) Correspondence: E-mail:, Phone: 9724431131 ORCID-ID:

Received: 10.01.2018, Accepted: 05.04.2018

DOI: 10.4274/tjps.galenos.2018.54871
Table 1. Variables, their levels, and responses in [2.sup.4] full
factorial design

       Independent variables
Batch  [X.sub.1] (mg)  [X.sub.2] (mg)  [X.sub.3] (mg)  [X.sub.4] (mg)

SD1    100               0              50             100
SD2      0             100             100             100
SD3      0               0              50              50
SD4    100             100              50              50
SD5      0               0              50             100
SD6      0               0             100              50
SD7      0             100              50             100
SD8    100             100              50             100
SD9      0             100             100              50
SD10   100             100             100             100
SD11   100               0             100              50
SD12     0               0             100             100
SD13     0             100              50              50
SD14   100               0             100             100
SD15   100             100             100              50
SD16   100               0              50              50
Independent variables

[X.sub.1]= Concentration of spray-dried lactose
[X.sub.2]= Concentration of pregelatinized starch
[X.sub.3]= Concentration of HPMC E5
[X.sub.4]= Concentration of Poloxamer 188

Dependent variables

                          Responses % CDR[+ or -]SD
Batch                     [t.sub.30] ([Y.sub.1])  [t.sub.60] ([Y.sub.2])

SD1                       19.03[+ or -]0.13       38.11[+ or -]0.23
SD2                       23.09[+ or -]0.20       47.23[+ or -]0.15
SD3                       18.30[+ or -]0.01       36.35[+ or -]0.13
SD4                       18.51[+ or -]0.12       37.48[+ or -]0.05
SD5                       18.00[+ or -]0.01       36.35[+ or -]0.03
SD6                       21.60[+ or -]0.14       42.28[+ or -]0.03
SD7                       16.24[+ or -]0.02       36.67[+ or -]0.23
SD8                       17.05[+ or -]0.16       34.18[+ or -]0.03
SD9                       11.09[+ or -]0.03       22.31[+ or -]0.08
SD10                      26.41[+ or -]0.08       53.24[+ or -]0.11
SD11                      24.09[+ or -]0.01       48.19[+ or -]0.06
SD12                      27.05[+ or -]0.02       54.10[+ or -]0.03
SD13                      16.24[+ or -]0.07       32.08[+ or -]0.05
SD14                      24.13[+ or -]0.06       49.12[+ or -]0.06
SD15                      14.09[+ or -]0.03       28.46[+ or -]0.05
SD16                      23.53[+ or -]0.35       46.06[+ or -]0.05
Independent variables     Levels
                          Low (mg)
[X.sub.1]= Concentration
of spray-dried lactose    0
[X.sub.2]= Concentration
of pregelatinized starch  0
[X.sub.3]= Concentration
of HPMC E5                50
[X.sub.4]= Concentration
of Poloxamer 188          50
                          [Y.sub.1]= = %CDR at [t.sub.30] min
Dependent variables       [Y.sub.2] = %CDR at [t.sub.60] min
                          [Y.sub.3]= %CDR at [t.sub.120] min

                          Responses % CDR[+ or -]SD
Batch                     [t.sub.120] ([Y.sub.3])  Drug content

SD1                       57.34[+ or -]0.25         98.7[+ or -]0.08
SD2                       70.45[+ or -]0.06        100.5[+ or -]0.12
SD3                       55.12[+ or -]0.05         99.5[+ or -]0.13
SD4                       55.13[+ or -]0.05         99.7[+ or -]0.05
SD5                       54.11[+ or -]0.08         98.8[+ or -]0.104
SD6                       63.12[+ or -]0.11        100.9[+ or -]0.40
SD7                       52.56[+ or -]0.23         99.6[+ or -]0.80
SD8                       51.33[+ or -]0.05         99.5[+ or -]0.78
SD9                       33.45[+ or -]0.05         98.9[+ or -]0.63
SD10                      92.19[+ or -]0.11        100.6[+ or -]0.03
SD11                      72.13[+ or -]0.06        101[+ or -]0.12
SD12                      80.17[+ or -]0.06         98.8[+ or -]0.72
SD13                      48.29[+ or -]0.17         99.6[+ or -]0.13
SD14                      85.28[+ or -]0.11         99.3[+ or -]0.06
SD15                      42.22[+ or -]0.11         99.9[+ or -]0.18
SD16                      69.07[+ or -]0.06        101[+ or -]0.53
Independent variables
                          High (mg)
[X.sub.1]= Concentration
of spray-dried lactose    100
[X.sub.2]= Concentration
of pregelatinized starch  100
[X.sub.3]= Concentration
of HPMC E5                100
[X.sub.4]= Concentration
of Poloxamer 188          100
Dependent variables

SD: Standard deviation

Table 2. Results of regression analysis

Response                       [b.sub.0]  [b.sub.1]  [b.sub.2]

Full model for [t.sub.30]      20.01      1.55       1.58
Reduced model for [t.sub.30]   20.01      1.55       1.58
Full model for [t.sub.60]      40.03      3.07       3.31
Reduced model for [t.sub.60]   40.03      3.07       3.31
Full model for [t.sub.120]     59.96      4.59       5.09
Reduced model for [t.sub.120]  59.96      4.59       5.09

Response                       [b.sub.3]  [b.sub.4]  [b.sub.1][b.sub.2]

Full model for [t.sub.30]      -2.02      0.91       2.26
Reduced model for [t.sub.30]   -2.02      -          2.26
Full model for [t.sub.60]      -3.84      1.81       4.48
Reduced model for [t.sub.60]   -3.84      1.81       4.48
Full model for [t.sub.120]     -5.62      2.84       6.73
Reduced model for [t.sub.120]  -5.62      -          6.73

Response                       [b.sub.1][b.sub.3]  [b.sub.1][b.sub.4]

Full model for [t.sub.30]      -0.74               -0.16
Reduced model for [t.sub.30]   -                   -
Full model for [t.sub.60]      -1.45               -0.19
Reduced model for [t.sub.60]   -                   -
Full model for [t.sub.120]     -2.06               -0.10
Reduced model for [t.sub.120]  -                   -

Response                       [b.sub.2][b.sub.3]  [b.sub.2][b.sub.4]

Full model for [t.sub.30]      1.43                -0.72
Reduced model for [t.sub.30]   1.43                -
Full model for [t.sub.60]      2.79                -1.52
Reduced model for [t.sub.60]   2.79                -
Full model for [t.sub.120]     4.39                 2.02
Reduced model for [t.sub.120]  4.39                -

Response                       [b.sub.3][b.sub.4]

Full model for [t.sub.30]      0.15
Reduced model for [t.sub.30]   -
Full model for [t.sub.60]      0.34
Reduced model for [t.sub.60]   -
Full model for [t.sub.120]     0.41
Reduced model for [t.sub.120]  -

Table 3. The results of ANOVA*

Response     Df  SS       MS      F     p      [R.sup.2]  Model

[t.sub.30]   10   288.49   28.85  5.99  0.030  0.922
[t.sub.60]   10  1134.14  113.41  6.44  0.02   0.928      Significant
[t.sub.120]  10  2554.98  255.50  5.85  0.03   0.921

(*) ANOVA indicates analysis of variance, Df: Degrees of freedom, SS:
Sum of squares, MS: Mean of squares, F: Fisher's ratio, [R.sup.2]:
Regression coefficient, FM: Full model, RM: Reduced model

Table 4a. Check point batches composition

Batch  [X.sub.1] (mg)  [X.sub.2] (mg)  [X.sub.3] (mg)  [X.sub.4] (mg)

C1     100             100             99.21           98.90
C2     100             100             98.83           98.90
C3     100             100             98.83           99.28

Table 4b. Check point batches response

       [t.sub.30] (% CDR)                 [t.sub.60] (% CDR)
Batch  Predicted           Cal.   Error%  Predicted           Cal.

C1     23.94               23.75  0.22    48.26               48.00
C2     23.89               23.73  0.46    48.17               47.95
C3     23.96               23.85  0.45    48.31               48.15

               [t.sub.120] (% CDR)
Batch  Error%  Predicted            Cal.   Error%

C1     0.53    92.30                92.22  0.46
C2     0.45    92.17                92.00  0.23
C3     0.33    92.38                92.16  0.29

Table 5. RMSE values and number of epochs for each response variable

                            [Y.sub.1] response
Function/parameter  RMSE    No. of epochs       RMSE

TanhAxon            0.070    18                 1.972x[10.sub.-25]
SigmoidAxon         0.695   311                 0.713
LinearTanAxon       0.0707   19                 0.070
LinearSigmoidAxon   0.827    57                 0.828
BiasAxon            0.262     6                 0.244
LinearAxon          0.262     4                 0.244
Axon                0.275     4                 0.256

                    [Y.sub.2] response         [Y.sub.3] response
Function/parameter  No. of epochs       RMSE   No. of epochs

TanhAxon              18                0.017   15
SigmoidAxon          155                0.725  285
LinearTanAxon         25                0.031   19
LinearSigmoidAxon   1000                0.759  896
BiasAxon               7                0.223    5
LinearAxon             5                0.223    6
Axon                   4                0.225    6

RMSE: Root mean square of error

Table 6. RMSE of DoE and ANN

Response         RMSE (DoE)-EXCEL  RMSE (ANN)

1 ([t.sub.30])   5.084             0.070
2 ([t.sub.60])   10.649            1.972x[10.sup.-25]
3 ([t.sub.120])  15.984            0.017

Table 7. Water uptake study at 75% RH

Formulation                        With packaging system

SD without sacrificial excipients  30[+ or -]0.23

SD + sacrificial excipients (PGS    8[+ or -]0.25
and spray-dried lactose)
PGS                                15[+ or -]0.15
Spray-dried lactose                 6[+ or -]0.35

Formulation                        Without packaging system

SD without sacrificial excipients  36[+ or -]0.12

SD + sacrificial excipients (PGS   17[+ or -]0.34
and spray-dried lactose)
PGS                                18[+ or -]0.32
Spray-dried lactose                10[+ or -]0.25

Formulation                        Conclusion

SD without sacrificial excipients  Expected conversion of amorphous to
                                   material is more
SD + sacrificial excipients (PGS   Expected conversion of amorphous to
and spray-dried lactose)           material is less
PGS                                Higher % of moisture uptake
Spray-dried lactose                Higher % of moisture uptake

Table 8. Stability study in presence and absence of sacrificial

Formulations  Time (days)

Absence of
excipient     60
Presence of    0
sacrificial   30
excipient     60

Formulations  Parameter at (40[+ or -]2[degrees]C/75[+ or -]5% RH)
              Drug content        % CDR

              101.6[+ or -]0.23   92.88[+ or -]0.11
              100.4[+ or -]0.11   92.22[+ or -]0.21
Absence of
excipient      98.48[+ or -]0.23  90.86[+ or -]0.13
               98.08[+ or -]0.39  80.32[+ or -]0.22
              101.91[+ or -]0.12  92.96[+ or -]0.06
              100.2[+ or -] 0.17  92.12[+ or -]0.11
Presence of
excipient      99.81[+ or -]0.13  92.16[+ or -]0.16
               99.15[+ or -]0.23  91.96[+ or -]0.11
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Author:Patel, Bhargavi M.; Gohel, Mukesh C.; Thakkar, Vaishali T.; Baldaniya, Lalji H.; Christian, Ruby R.;
Publication:Turkish Journal of Pharmaceutical Sciences
Article Type:Report
Date:May 17, 2019
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