| Title: | Mathematical modeling of transient state transdermal drug delivery |
| Author: | |
| Document Type: | Thesis |
| Department: | Otto H. York Department of Chemical Engineering |
| Degree: | Master of Science |
| Major: | Pharmaceutical Engineering |
| Advisory Committee: |
Simon, Laurent
Armenante, Piero M.
Michniak, Bozena B.
|
| Thesis Date: | 2004, May |
| Keywords: |
Transdermal drug delivery
Iontophoresis
|
| Availability: | Unrestricted |
| Abstract: |
In this work, a two-pathway mathematical model for transdermal drug delivery with iontophoresis is presented. The partial differential equations are described and then solved. An alternative, two-pathway, three-layer model is also presented, and the implications of the coefficients within the equation are discussed. Using Franz cell iontophoretic delivery data from three drug substances (amitriptyline HCl, clomipramine HCl, and nortriptyline HCl), the two-pathway model is regressed to determine the diffusion coefficient and the concentration within the skin at the drug reservoir interface. ANOVA analysis indicates a correlation between iontophoretic current and concentration of drug within the stratum corneum. |
| Complete Thesis: | njit-etd2004-076 (96 pages ~ 4,025 KB pdf) |
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Created January 5, 2005
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