Okay I get what you've done now.
The taps are on system CW1 (predominantly flush tanks) and the WC is on CW4 (predominantly flush valves).
If you separate the two systems the pipe sizing runs fine but when you join one into the other the flow in CW1 becomes disrupted and the sizing fails because some pipes have zero flow.
To be honest I've never tried to join two different types of systems in this way.
I would also question the validity of the probability calculations in the fixture unit method with such an unusual system configuration.
Your system is unusual in that:
- it has six hose taps side by side - how will these be operated?
- you then have one lone WC connected.
The fixture unit method is intended for larger systems where, because of the total number of fixtures and the way in which humans behave, there is a good likelihood that not all fixtures will be in use at the same time. In very small systems this assumption can break down because if you only have two fixtures say, there is a good chance that both could be used together.
The theory is also based, in the main, on domestic type fittings: WCs, basins, baths etc.
The fact that you need six hose taps side by side would imply that you are thinking they might all get used (or else why not just fit one or two) - so is the fixture unit method valid in this case?
But if you do want to use fixture units with predominantly flush tanks for the hose tap line then so far the best I can suggest is to:
- put all the fixtures on one system
- edit the WC family and change the connector to "preset" and assign a fixed flow of 15gpm (or whatever is appropriate for a Zurn flush valve)
Size on this basis. The combined flow is then 32.5 gpm.
That said, maybe someone with more knowledge of the IPC methods could comment - I had never heard of it or used until I started using Revit so I don't claim to understand the basis for the 15gpm (0.95 litres per second) minimum flow in a branch which has zero WCs.
I realise that this doesn't answer your question of how to get two different systems which are joined together to calculate properly - sorry I don't know the answer.