Abstract
The linear entropic relation between mean flow velocity u¯ and maximum velocity umax is defined through a dimensionless entropy parameter M , which is found constant for gauged river sections. This entropic relation has been tested for many rivers and has been found to be fundamental to addressing velocity measurements during high floods when sampling can be carried out only in the upper portion of flow area where the maximum velocity umax occurs. It is therefore of considerable interest to investigate the possible dependence of M on hydraulic and geometric characteristics so that it can be determined for ungauged river sites. Thus, this study attempts to define the dependence of M on the geometric and hydraulic characteristics of river cross sections by coupling Manning’s equation expressing u¯ with the equation for umax obtained through a logarithmic velocity distribution, which takes into account the possibility that umax may occur below the water surface. Analysis shows that M does not depend on the e...
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