Assunto: Runoff Resistance Factor (RRF) and Manning's N Enviado: 4/6/2010 Visto: 21055 times
Does anyone know of a relationship between the Runoff Resistance Factor (RRF) and the surface roughness coefficient, Manning's N? I am trying to estimate the RRF of a landcover dataset, and it would be handy to have a conversion factor or coefficient by which to multiply standardized roughness values to find RRF.
If not, maybe this is a niche for some research?
Assunto: Re: Runoff Resistance Factor (RRF) and Manning's N Enviado: 4/19/2010 Visto: 20988 times
RRF (formerly Leaf Area Index, LAI) is more akin to C in the rational formula than to Manning's N. Increasing RRF causes a decrease in surface runoff (since Z1 is less than 1 and surface runoff of proportional to Z1 raised to the RRF) with a consequent increase in Z1. This of course leads to higher interflow, Z2 (or flow to GW), baseflow, and ET. I'm not sure how you're trying to use N in WEAP, but I do not believe this is the way to do it. I'm not actually sure it can be done at all.
Hope this helps,
Assunto: Re: Runoff Resistance Factor (RRF) and Manning's N Enviado: 5/5/2010 Visto: 20937 times
Hi Patrick, I think it should be a mistake associating N in any way with WEAP. Manning's n is more of an "hydraulic" property of a channel, and it should be considered only if you're interested in properties of the water flow inside the channel, such as speed and height of the flow. As WEAP21 doesn't compute or use this values, Manning's N should be of no importance in our data.
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