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PhD Thesis Emmanuel Obeng Bekoe - Cranfield University

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Change in streamflow (%)<br />

118<br />

80<br />

60<br />

40<br />

20<br />

0<br />

-20<br />

-40<br />

-40 -20 0<br />

Change in parameter (%)<br />

20 40<br />

CAY_apan CAY_Har FC1_apan FC1_Har<br />

Figure 5.5 Comparison of cumulative streamflow using Apan (apan) and<br />

Hargreaves (Har) methods for the most sensitive parameters<br />

It is observed that the Hargreaves method increases the sensitivity of<br />

cumulative simulated streamflow to changes in the crop coefficient and the field<br />

capacity of the topsoils compared to using the A-pan method.<br />

5.2.4 Results and Conclusion<br />

As a rule, high sensitivity of a parameter is only desirable if that parameter can<br />

be measured easily and has a very small range. Schultz (1995) suggested the<br />

following scale for parameter sensitivity in ACRU:<br />

• extremely sensitive (E): the percentage change in the output (∆O%) is<br />

more than twice that of the input parameter being tested (∆I%), i.e ∆O%<br />

> 2(∆I%)<br />

• highly sensitive (H): the output change is more than the input change, but<br />

by less than 200% , i.e. 2(∆I%) > ∆O% > ∆I%<br />

• moderately sensitive (M): relative output changes less than the relative<br />

input change, but by more than 50% of the input change, i.e. ∆I% > ∆O%<br />

> 0.5(∆I%)<br />

• slightly sensitive (S): output changes by between 10% and 50% of the<br />

input change, i.e. 0.5(∆I%) > ∆O% > 0.1(∆I%)<br />

<strong>Emmanuel</strong> <strong>Obeng</strong> <strong>Bekoe</strong> Phd <strong>Thesis</strong> Chapter 5 Hydrological modelling of Densu

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