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Interactions model two stocks with a bidirectional flow at each stock and their interdependencies. Such components already allow to represent more complicated structures like the Lotka-Volterra model of predator-prey-dynamics [17]; there is thus a thin boundary between the classes contained in this package and more complex Actuator subsystems contained in the Molecules of Structure package.
Copyright © 2020 Guido Wolf Reichert
Licensed under the EUPL-1.2 or later
| Name | Description |
|---|---|
 BrokenTransition | The inflow to B is proportional to the outflow from A |
 BrokenTransitionPull | The outflow from A is proportional to the inflow to B |
 ComplexInteraction | Combined linear and nonlinear interaction |
 LinearInteraction | Linear model of interaction between two stocks |
 LotkaVolterra | The Lotka-Volterra equations to model predator-prey-dynamics |
 NonlinearInteraction | Outflows depend upon the product of the stocks and a factor |