The dynamic assignment permits the analysis of the analysis of temporary overload effects in the network. Depending on the time-dependent capacity, not only are different routes chosen at different times, but if necessary the actual departure time is shifted with respect to the desired departure time. The procedure is therefore ideal for calculating distribution curves of the volume on network objects.
As in stochastic assignment, in dynamic-stochastic assignment, properties can be included in impedance via the route network elements used (e.g. maximum gradient of all links of route).
On the other hand, the use of the procedure requires a temporal layering of the demand using a distribution curve over the assignment period.
