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Most numerical methods developed for moving boundary or Stefan problems deal with the case of a single moving boundary (MB) separating two different media.
Kinetic models are based on the moving boundary problems of mass transfer and moisture reaction.
From a numerical point of view, the growing crystal gives rise to a moving boundary problem.
Some benefits of adopting moving boundary method are illustrated by comparing with the fixed boundary method.
A moving boundary was configured to evaluate the time-dependent cake growth behavior.
Both the direct solution of moving boundary problems and the inverse design formulation are presented.
The diffusion study is also carried out for the hydroxyapatite crystals using the moving boundary model.
This leads to a moving boundary formulation, for which a numerical solution is proposed.
The present numerical approach provides simplicity, computational efficiency and accuracy for solving moving boundary cases.
And the moving boundary model is faster, therefore more suitable for control design applications.
Mathematically, analysis of drug delivery kinetics involves two moving boundary problems: diffusion front and eroding front.
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