The process
aspect of collection troughs involves the requirement to handle a maximum
specific flow rate. All basin collection troughs have one thing in common: they
must be sized properly so the hydraulics of the troughs will not adversely
affect the intended unit process function and design. The trough must be
designed properly so that flooding of the weirs does not occur. If flooding of
any portion of the weirs did occur, the basin hydraulics would lose their
continuity; thus the individual unit process would suffer. Each basin requires a
different arrangement for the collection troughs, depending upon its designated
application.
Another
important aspect of the design of the collection trough would be that of economics.
A trough should not be over-sized because this would increase the cost of the
total project. On the other hand, a trough should not be undersized, because
that would adversely affect the process aspect of the project and the headloss
required for it. A proper economic sizing of the trough should be a compromise
between an economic determination of the cost of the trough versus the cost of
handling additional flow and headloss.
Many of the
treatment facilities now being planned are extensions of existing
installations. Most existing treatment facilities are located on or near a
receiving body of water and therefore the outfalls are set in accordance with
the existing water level of the body of water. This outfall condition would
affect all the unit process basins upstream of the outfall structure and set
and/or limit the head available to them.
If head is
no problem in the treatment scheme, a collection trough that discharges into a collection/outlet
channel will be at a free discharge condition. The water level, as it flows
into the outlet channel, will be flowing at approximately critical depth. To
compute the upstream water depth (Ho), 1.73 x the critical depth (Hc) can be
used.
Hc = [Q^2/gb^2]^1/3 Q in cfs;
b in ft.; g=32.2
The use of
free discharge arrangement would give the most economical design, because it
yields the smallest basin trough cross section possible. However this design
utilizes the maximum head.
In my next
post, I will examine a scenario with a “submerged discharge" condition.
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