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Pump - Rotating

The rotating pump example demonstrates two interesting features namely the use of an arbitrary sliding interface and also regions of the flow domain that become disconnected from the rest during the solution.

- Arbitrary sliding interface: The outer boundaries of the three annular sections between the blades connect to the rest of the flow domain through an arbitrary sliding interface. This means that there are no one-to-one mapping of cell faces and also that the connectivity changes every time the fan moves.  

- Disconnected regions:  At some point one of the three rotating annular sections becomes disconnected from the rest of the flow domain as can be seen from Figure 1 below (the green cells). During this time this region functions on its own and is treated as a separate fluid stream. 

Figure 2 below shows velocity vectors in a section through the fan. 

 


Figure 1. Rotating fan showing arbitrary sliding interfaces
as well as disconnected flow regions.


Figure 2. Velocity vectors in a rotating fan.

 

 

 

 

 

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