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Design expert software

Manufactured by Stat-Ease
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Design-Expert software is a powerful statistical tool used for experimental design and analysis. It provides a comprehensive set of features for planning, executing, and evaluating experiments in a structured and efficient manner. The software's core function is to assist researchers and engineers in designing and optimizing experiments, identifying the most influential factors, and understanding the relationships between variables. Design-Expert offers a user-friendly interface and a wide range of experimental design methods to cater to various research and development needs.

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423 protocols using design expert software

1

Optimization of EPL-loaded Nanocarriers

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The process and composition of EPL-NCs were optimized by using Design-Expert software (version 12, Stat-Ease Inc., Minneapolis, MN). D-optimal combined mixture process design was applied to generate different runs of formulations. For this purpose, solvent (tertiary butyl alcohol) to antisolvent (water) ratio (total volume = 10 mL), cryoprotectant (mannitol) concentration, and freezing method (slow or rapid) were chosen as independent variables. On the other hand, NCs size and dissolution efficiency were selected as dependent variables. These variables along with their levels and constraints are presented in Table 1. EPL concentration was kept constant at 200 mg in all formulations. The software generated runs of formulations with different composition and process variables were practically prepared and their responses were measured in terms of NCs size and dissolution efficiency.
The measured responses of both dependent variables (NCs size and dissolution efficiency) were introduced in the response column of Design-Expert software (Stat-Ease Inc., Minneapolis, MN). These responses were fitted to empirical model which interpreted the behavior of independent variables. Statistical analysis of the experimental data was carried to check the adequacy of proposed model by applying ANOVA test with Design-Expert software (Stat-Ease Inc., Minneapolis, MN).
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2

Optimization of ART-loaded Niosomes for Skin Permeation

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Formulation optimization was performed by the response surface optimal design using Design-Expert software (version 10.0, Stat-Ease Inc., Minneapolis, USA) according to our previous studies using the same methodology in the optimization process14 (link),55 . Four independent variables including (1) surfactant to lipid (S/L) ratio, (2) percentage of Brij 35, (3) percentage of Brij 72, and (4) percentage of Span 60 were considered in the optimization process. Response variables were particle size and entrapment efficiency (%EE). According to the defined independent variables, the software suggested 27 runs, as shown in Table 1. Finally, based on the optimization results, ART-loaded niosomes with average diameters of 100 and 300 nm and desired %EE values were targeted by Design-Expert® software (version 10.0.7, Stat-Ease Inc., Minneapolis, USA) for further characterization tests. The rationale for the selection of ART-loaded niosomes with particle sizes of 100 nm and 300 nm through the Design-Expert software was that according to the previous studies, nanoparticles with an average diameter of about 100–300 nm can efficiently enhance the skin permeation of the loaded drug25 (link),56 (link),57 (link), which was the main purpose of the current study for CL management.
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3

Aloesin Extraction Optimization Using Statistical Modeling

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The aloesin content was the dependent (or response) variable used to optimize the extraction processes involving the three alcohol–water binary systems. Fitting procedures, coefficient estimates, and statistical analysis were performed using Design-Expert software as previously described [24 (link),25 (link)]. Briefly, the variance analysis (ANOVA) was used to assess the significance of the generated polynomial model equations and of all the terms that make up these models, as well as the lack-of-fit. Only the statistically significant terms (p < 0.05) were considered in the development of the models (except those required to maintain hierarchy). The coefficient of determination (R2), the adjusted coefficient of determination (R2adj) and the adequate precision were used to estimate the adequacy of the polynomial model equations to the response. A non-significant (p > 0.05) lack-of-fit is desired so that the model can adequately describe the functional relationship between the three independent variables and the aloesin content. Design-Expert software was also used to generate the response surface graphs.
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4

Optimized Mucoadhesive Itaconyl Histidine Nanocarriers

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The reactions required from all of the preparations were triggered by Design-Expert software. The responses were used to generate the study method and the graph of the response surface. An ideal formula was produced using a numerical standardization technique that included each parameter’s minimum and maximum values. The results were incorporated into a desirability function. The solutions that met the requirements were listed, and the possibilities were then sorted according to the strongest desire. The relationship between the independent and dependent factors was made clear by the response surface graph. The effects of various variables on the slope coefficients were investigated using ANOVA [35 (link),36 ]. The difference between the predicted and experimental values was utilized to compute the relative uncertainty as part of the design validation process. An optimized formulation of ITH/NC was developed and evaluated with various in vitro and in vivo tests under the conditions recommended by the Design-Expert software. The mucoadhesive potential of the formulations made using XG or TXG was compared.
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5

Response Surface Methodology Optimization

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Design-Expert software was used to perform various RSM computations for the current optimization analysis (version 11.0.0.0). Using a multiple linear regression analysis technique, a polynomial model with interaction and quadratic terms was created for all of the response variables. In terms of statistical coefficients and R2 values, the models were assessed. Design-Expert software was used to construct 3-D surface plots and 2-D contour plots. To verify RSM, one optimized formulation was chosen as a checkpoint. In order to determine the model’s validity, the percentage relative error for each response was determined using Eq 2 [35 (link)].
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6

Factorial Experimental Design for Additive Evaluation

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Various additives were evaluated by one or both of the design types (210 or 55) as specified in Table 2 and explained below. Design type 210 was used in experiments 1A, 1B, and 2. It comprised a setup with 10 different additives, each at two levels for evaluation of combinatorial effects. Design-Expert® software enabled a 64-run (64 individual mixtures), fractional factorial single-plate design. Thus, all combinations of 10 additives at a time could be evaluated while reducing the number of a full factorial experiment (210 = 1024 possible combinations) to 64. This experiment setup is shown in Table S1. Design type 55 was used in experiments 3 and 4. It was comprised of a mixture factorial design, in which 5 additives at 5 different combinations were evaluated by response surface methodology [11 ] and a central composite design [12 (link)]. While a full factorial experiment would need 55 = 3125 experimental groups, we could design a single plate setup with 64 runs (mixtures) with the aid of the Design-Expert® software. This design setup is presented in Table S2.
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7

Polynomial Equation Validation Optimization

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The statistical validation of polynomial equations was entrenched by assessment of statistical parameters such as p-value and correlation coefficient (r2) generated by ANOVA provision available in Design-Expert software. The optimum values of variables were determined by using graphical optimization tool of Design-Expert software based on set constrained criterion of desirability (Myers et al., 2009 ).
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8

Optimizing Protein Unfolding Dynamics: Temperature and UV Incubation Effects

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The effect of temperature and the UV incubation with respect to time was analyzed on the glycoprotein (IgG) and the bacterial cells. First, the expected time and temperature ranges were determined by the Response Surface Methodology (RSM) using the Design-Expert software (columns 2 and 3 of Table 2). The temperature range was varied from 40 to 70 °C and the time ranged from 5 to 15 min based on the previous reports (Pandey, 2020a , 2020b ). The software resulted in 13 different combinations of input variables (time and temperature). The hydrodynamic sizes obtained through dynamic light scattering (DLS), optical density at 280 nm (OD280) and intrinsic fluorescence were considered as response variables, which reflect the unfolding of the protein (Sharma and Pandey, 2021 ; Sharma et al., 2020 ).

Experimental design predicted by the Design-Expert software in RSM based on two input/independent variables (Time and Temperature).

Table 2
S. NoInput/independent variables
Time (min.)Temperature (°C)
12.9355
21055
3540
4570
51570
61076.21
717.0755
81540
91033.79
101055
111055
121055
131055
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9

Optimized BMP-2-Loaded Nanoemulsion Formulation

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BMP-2‒loaded NE was fabricated using the I-optimal coordinate-exchange quadratic mixture design with Design-Expert software (version 13.0.7.0, Stat-Ease, Inc., Minneapolis, MN, United States). The experimental design checked the influence of certain factors, such as the percentages of BMP-2 aqueous solution (A), surfactant Lauroglycol FCC (B), and Labrafac PG oil (C); the used percentages were 10%–20%, 20%–40%, and 40%–70%, respectively. The three independent variables were mixed with varying ratios while keeping the total concentration at 100%. The average globule size (Y1) and stability indicator (Y2) were chosen as the measured variables. Fourteen formulations were created randomly. The chosen factors and their levels in every formulation are shown in Table 1. The associations between the independent variables and the dependent variables was further examined using regression equations and the statistical analysis methodologies of the Design-Expert software. All formed nanosuspensions were evaluated for their appearance and capacity for emulsification. The formulation having the smallest droplet size and best stability index was selected as the optimal formulation and subsequently utilized for developing a BMP-2-NE in-situ gel.
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10

Optimized ALS-Loaded Nanoemulsion Formulation

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The I-optimal coordinate-exchange quadratic mixture design utilizing Design-Expert software was used to create ALS-loaded NEs (version 13.0.7.0, Stat-Ease, Inc., Minneapolis, MN, USA). The percentages of ALS aqueous solution (factor A), surfactant Plurol Oleique CC 497 ® (factor B), and Maisine CC ® (factor C) ranged from 0.1 to 0.2, 0.3 to 0.5, and 0.3 to 0.6, respectively. The experimental design evaluated the effects of these parameters. The three independent variables were combined in a variety of ratios, but the overall concentration remained constant at 100%. The average size of droplets (Y1) and the average stability index (Y2) were chosen as the dependent variables. We generated 16 formulations at random. Table 1 lists the variables and their corresponding levels for each formulation. Regression equations and statistical analysis techniques of Design-Expert software were used to further analyze the relationship between independent factors and dependent variables. All created nanodispersions were assessed for their ability to emulsify and their appearance. The formulation chosen as the best one for creating an ALS-NE in-situ gel was the one with the smallest droplet size and highest stability index.
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