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Zero order model [5]: According to the principles of pharmacokinetics, drug release from the dosage form can be represented by the equation: C0-Ct =K0t Ct=C0 +K0t Ct is the amount of drug released at time t, C0 is the initial concentration of drug at time=0, K0 is the zero-order rate constant.
o Drug release kinetics is application of mathematical models to drug release process. 34/19/2016 sugar Kishore Savage. Drug release form matrix Drug diffusion from the non-degraded polymer (diffusion-controlled system).
Drug release refers to the process by which the drug loaded in or on the NM's is released in the body through diffusion or dissolution of the NM's matrix releasing the drug in solution. Thus, control of particle size provides a means of tuning drug release rates.
Controlled drug delivery applications include both sustained delivery over days/weeks/months/years and targeted delivery on a single or sustained basis [4]. This phenomenon is called 'burst release' and it leads to higher initial drug delivery and also reduces the effective lifetime of the device.
The diffusion-based drug release can be either Fiction or nonfiction. In Fiction diffusion, the rate of release is independent of the drug concentration in the tablets. Zero-order release kinetics describe systems where the drug release rate is constant over a period of time.
Drug release refers to the process by which the drug loaded in or on the NM's is released in the body through diffusion or dissolution of the NM's matrix releasing the drug in solution. Thus, control of particle size provides a means of tuning drug release rates.
Concentration of drug (kg/ml)= (slope A absorbance) A intercept. Amount of drug = Concentration A Dissolution bath volume A dilution factor.
The drug release model is a mechanistic model that predicts the behavior of an oral drug tablet when it passes through the GI tract. The model predicts the rate of change of tablet dimensions, effect of polymer degradation rate on the tablet dissolution time, and drug release kinetics.
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