A heterogeneous tube model of intestinal drug absorption based on probabilistic concepts.
OBJECTIVE
To develop an approach based on computer simulations for the study of intestinal drug absorption.


METHODS
The drug flow in the gastrointestinal tract was simulated with a biased random walk model in the heterogeneous tube model (Pharm. Res. 16, 87-91, 1999), while probability concepts were used to describe the dissolution and absorption processes. An amount of drug was placed into the input end of the tube and allowed to flow, dissolve and absorb along the tube. Various drugs with a diversity in dissolution and permeability characteristics were considered. The fraction of dose absorbed (Fabs) was monitored as a function of time measured in Monte Carlo steps (MCS). The absorption number An was calculated from the mean intestinal transit time and the absorption rate constant adhering to each of the drugs examined.


RESULTS
A correspondence between the probability factor used to simulate drug absorption and the conventional absorption rate constant derived from the analysis of data was established. For freely soluble drugs, the estimates for Fabs derived from simulations using as an intestinal transit time 24500 MCS (equivalent to 4.5 h) were in accord with the corresponding data obtained from literature. For sparingly soluble drugs, a comparison of the normalized concentration profiles in the tube derived from the heterogeneous tube model and the classical macroscopic mass balance approach enabled the estimation of the dissolution probability factor for five drugs examined. The prediction of Fabs can be accomplished using estimates for the absorption and the dissolution probability factors.


CONCLUSIONS
A fully computerized approach which describes the flow, dissolution and absorption of drug in the gastrointestinal tract in terms of probability concepts was developed. This approach can be used to predict Fabs for drugs with various solubility and permeability characteristics provided that probability factors for dissolution and absorption are available.
Kalampokis
A
A
Department of Physics, University of Thessaloniki, Greece.
Argyrakis
P
P
Macheras
P
P
D003198:Computer Simulation; D005772:Gastrointestinal Transit; D007408:Intestinal Absorption; D008954:Models, Biological; D015233:Models, Statistical; D009010:Monte Carlo Method; D010539:Permeability; D010599:Pharmacokinetics; D012995:Solubility; D013997:Time Factors