Top of Riser Pipe in a Pond Representation in SSA
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I am designing a stormwater bio-retention basin and I'm trying to compute total outflow from it in SSA. To represent outflow from it that leaves the basin through the top of the riser box, do I need to create both a weir and an orifice link in SSA going from the storage node to a junction? The junction represents the invert of the outflow pipe leaving the basin. When pool reaches crest elevation of the riser, it "plunges" into riser pipe which acts like a weir. It goes "down" the riser pipe and exists it at the outflow pipe invert. I have that represented in SSA by using a weir with a crest length equivalent to the perimeter of the riser pipe. If my riser pipe say is 36 inches in diameter then I have equivalent crest length of 12 feet defined (correct me if I am wrong). It's a side flow type of weir in SSA.
For cases when the pool elevation submerges the top of riser completely, do I need to define an orifice link to represent that case too? Say I'd set the orifice in SSA to a bottom type, circular with a diameter of 36-in. Set its crest elevation to the point where flow transitions from weir flow to orifice flow. Hard to say when that is but maybe a rule of thumb I am aware of used for that is 0.2 * Dia or in my case 0.6 ft. above the crest of the riser.
Am I creating an unnecessary link and over estimating outflow (double counting) cfs by having 2 (1 weir & 1 orifice) representing the 1 physical element in the basin (the top of the riser pipe)? Does SSA automatically switch from weir flow to orifice flow for a top of a riser pipe when it gets submerged? It's unclear to me by searching other posts on here. If it does switch automatically, how does it turn a crest length into a orifice diameter?
Or maybe. I just represent the top of the riser pipe in the basin as an orifice outlet and get rid of the weir outlet since weir flow only happens for a very small case of when the pool elevation is right at its crest elevation and maybe a few inches above it
Any help would be appreciated.
Thanks
Rob