[1] A Monte Carlo stochastic model was developed to simulate contaminant transport from an instantaneous source into heterogeneous, two-dimensional aquifers. Probabilities of detection P d and contaminated groundwater areas were calculated for different arrangements of monitoring wells. It was shown that detection decreases as heterogeneity increases. Monitoring with 20 wells provides high detection, while 3 wells result in four out of five contamination cases to remain undetected. For fixed heterogeneity, for each well arrangement, P d increases up to a certain value with increasing transverse dispersion coefficient a T and then it decreases. The frequency of sampling is critical in heterogeneous aquifers with bi-annual or monthly sampling improving P d by 40%, and 70%, respectively, relative to that by annual sampling. It appears that at a minimum sampling should take place twice a year, with the once-in-a-month sampling appearing the optimum choice considering the effort involved and the improvements in detection. In heterogeneous aquifers a large number of monitoring wells sampled infrequently does not perform any better in terms of detection than a lower number of wells sampled regularly. Finally, we propose an expression that accounts for the delay between detection and remedial action in order to provide a correction to decision analyses that evaluate the economic worth of well monitoring. Our expression illustrates that delays of over 3 years are equivalent to reducing the economic performance of 12 wells to that of a lower number of wells, or equally, having to consider higher failure costs than those assumed in current risk analyses.Citation: Papapetridis, K., and E. K. Paleologos (2011), Contaminant detection probability in heterogeneous aquifers and corrected risk analysis for remedial response delay, Water Resour.