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A dynamic rating curve approach to indirect discharge measurement

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Figure

Table 1. Characteristics of numerical experiments. In all the experiments, Manning’s roughness has been set equal to 0.035 m−1/3 s.
Fig. 1. Case 10: upstream (left) and downstream (right) cross sec-tions in the channel reach where discharge has been estimated; dis-tance between the two section is 1 km.
Fig. 2. Case 6 (left) and 8 (right); time evolution of Ra, the ratiobetween local acceleration term (1/g) [∂ (Q/A) /∂t] and hydraulichead slope ∂H/∂x, expressed as a function of the rate of change inwater depth ∂y/∂t.
Fig. 3. Comparison of mean discharge error for cases 3, 4, 5 and 6.
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