![]() Some comparisons of model results and field experiments are presented. For this and other important cases, stochastic random walk models are the only known way to solve the so-called multiscaling fractional order diffusion equation with space-dependent parameters. The information gained at each stage of experimentation is invaluable in considering how to continue the investigation. The motivation for introducing such a type of dispersion model is the more ยป observed fact that tracers in natural aquifers spread at different super-Fickian rates in different directions. A series of tests, referred to as sequential experimentation, is a recommended practice that can be best planned, at least in terms of a general strategy, prior to test. A two-dimensional stochastic random walk algorithm has been developed that approximates anomalous diffusion with streamline-dependent and space-dependent parameters. You need to submit your sequential test and your flood risk assessment with your planning application to your local planning authority. ![]()
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