Pipe Pathway Outputs

Pipe pathways have at least two outputs:

Note: The Laplace transform A method for solving certain types of differential equations that involves transforming the equations into an algebraic form that can be readily solved, and then using an inverse transform to retrieve the solutions of the original problem. algorithm for Pipes directly computes the flux rate leaving the Pipe. In order to track the amount of mass in the Pipe, we assume that the mass enters or exits the Pipe at a uniform rate over the timestep A discrete interval of time used in dynamic simulations.. If you use a large timestep and/or there is low dispersivity, this assumption may not be appropriate, and this can result in small errors in the amount of mass reported in the Pipe. This assumption does not affect the accuracy of the Pipe discharges, just the value of the reported amount of mass in the Pipe.
Note: The computed concentration is an approximation, equal to the mass outflux divided by the flow rate. Because the mass flux includes a dispersive component, the concentration will be slightly overestimated during periods of increasing concentrations, and slightly underestimated during periods of decreasing concentrations.

In addition, for every advective mass flux link A mass flux link in which a quantity of a medium is specified to flow from one pathway to another, carrying dissolved, sorbed, and/or suspended species with it. in which the Pipe is the Outflow (upstream) pathway, an output is created on the Pipe:

It is important to understand that the mass flux outputs from a Pipe represent the mass rate over the previous timestep. This can have implications if you choose to integrate one of these outputs (using an Integrator).