QbD-Based Development of Cationic Self-nanoemulsifying Drug Delivery Systems of Paclitaxel with Improved Biopharmaceutical Attributes
AAPS PHARMSCITECH
Authors: Beg, Sarwar; Kaur, Ravinder; Khurana, Rajneet Kaur; Rana, Vikas; Sharma, Teenu; Singh, Bhupinder
Abstract
The present studies describe quality-by-design-based design and characterization of cationic self-nanoemulsifying formulations of paclitaxel for improving its biopharmaceutical attributes. Solubility and phase titration experiments were designed to select the lipidic and emulsifying excipients. Two different types of lipidic nanoformulations were developed using medium-chain triglycerides (MCTs) and long-chain triglycerides (LCTs). The nanoformulations were optimized by mixture designs and subjected to evaluation for globule size, zeta potential, drug release, and intestinal permeability. Following apt mathematical modeling, the optimum nanoformulation was earmarked using numerical optimization. Further, cationic formulations were developed for both LCT- and MCT-containing formulations and subjected to performance evaluation. The optimized formulations were extensively evaluated, where an in vitro drug release study indicated 2.7-fold improvement in dissolution rate from optimized cationic nanoformulations over powder pure drug. Ex vivo and in situ evaluation performed on Wistar rats exhibited nearly six- to eightfold enhancement in permeation and absorption parameters of the drug for the optimized cationic nanoformulation as compared to the pure paclitaxel. Pharmacokinetic studies indicated nearly 13.4-fold improvement in AUC and C-max, along with 1.8-fold reduction in T-max of the drug from cationic nanoformulations as compared to the pure drug suspension. Moreover, nanoformulation containing long-chain lipids exhibited superior performance (1.18-fold improvement in drug absorption) over medium-chain lipids. Cytotoxicity evaluation of cationic nanoformulations on MCF-7 cells revealed significant reduction in growth vis-a-vis the pure drug. Overall, the current paper reports successful systematic development of paclitaxel-loaded cationic self-nanoemulsifying systems with distinctly improved biopharmaceutical performance.
A non-intrusive technique to determine the spatially varying heat transfer coefficients in a flat plate with flush mounted heat sources
INTERNATIONAL JOURNAL OF THERMAL SCIENCES
Authors: Jakkareddy, Pradeep S.; Balaji, C.
Abstract
In this work, a novel experimental technique is developed to estimate spatially varying heat transfer coefficients from a flat plate with flush mounted discrete heat sources, using Bayesian inference with temperature measurements from liquid crystal thermography (LCT) at an adiabatic surface of the plate without disturbing the fluid flow. Steady state, laminar forced convection experiments have been done on a flat Bakelite plate with three identical embedded discrete aluminium heat sources of dimensions 0.16 x 0.06 x 0.015 (l x w x t all in m). The variation of local convective heat transfer coefficient is obtained in the form of a Nusselt number correlation Nu = aRe(b) (x/l)(c). This correlation is first developed by limited numerical simulations for two dimensional conjugate convection. With this correlation, a computationally less complex problem of conjugate conduction in the flat plate also known as the forward model is repeatedly solved for various values of 'a', 'b' and 'c' to obtain the temperature distributions at select points on the adiabatic surface using COMSOL. A surrogate model obtained by Artificial Neural Networks (ANN) built upon the data from these simulations then replaces the forward model. This surrogate model is used to drive a Markov Chain Monte Carlo based Metropolis Hastings algorithm to generate the samples to the forward model to solve the inverse problem of getting 'a', 'b' and 'c' from temperature measurements at the adiabatic surface. Bayesian framework is then adopted to compare the experimental and the simulated temperatures to generate posteriors and the mean, maximum a posteriori and standard deviation of the parameters 'a', 'b' and 'c' are estimated. The effect of number of samples and the temperature points on the performance of the estimation process has been reported. Finally, with the retrieved values of 'a', 'b' and 'c' temperature distributions are obtained by solving the conduction problem and these are compared with those actually measured with TLC.