Santiago,
I understand that the total flow would now exceed the combined flow,
but my fear is that it's difficult to get the exact flows that you
would expect from the field measurements. But even those are a bit
inaccurate, depending on the season, the day, and etc ... Thanks for
the hydraulic explanation.
When working the diameters to get the right flows, you may end up
getting some pretty big headloss numbers on those pipes. Do you still
want to absolutely stay below the 10 m/km guideline or you can have
more considering you are trying to influence the flow path (and that
the velocities are OK) ?
Also, can you please provide some guidance on this: "Since it is
unlikely that a commercial diameter would do so, you would need to
strangle the pipe at some point (with a gate valve and without epanet,
by trial and error) ". How should I proceed with this trial and
error ?
Breaking out into small models is a good piece of advice that I will
be putting to use too.
Regards,
Maxim
On Jun 15, 3:20 pm, Santiago Arnalich <
coordinac...@arnalich.com>
wrote:
> Hello Maxim,
>
> In the example you provided I would set the demand for 0.3 l/s. That means
> that in total the flow would not exceed the combined flow of both.
>
> Them I would work the diameters under until I get the right flows.
>
> The thing is that if you want to use epanet, pipes have to be filled
> (pressurized). And a system like you describe is going to despressurize at
> some point almost certainly. If you follow the steps I described the pipe
> diameters would be correct since a partially filled pipe can transport more
> water than a fully filled one. Then the system will self-regulate as I
> described to have pressures match at the junction point. If too much water
> is demande from one source, the upper part of the pipe will empty.
>
> Then the weight of the water (one of the componets of pressure in the
> Bernoulli equation), will be less and the pressure from the other source
> will "impose" its water until a new equilibrium is found. So if the demand
> is 0.3 l/s, the system will use both sources fully in any case, provided
> that the pipes can transport the yields needed.
>
> Santiago
>
> PS: You don't need to model everything with epanet. Most of the time
> breaking up chunks with simplifying rules is easier, because explaining how
> to build a whole model for every situation to beginners can be very
> challenging and prone to errors.
>