Figures & data
Figure 1. Sub-basins and streamflow gauging stations of the Okavango River basin (ignoring three small stations to the east of Serpa Pinto).
![Figure 1. Sub-basins and streamflow gauging stations of the Okavango River basin (ignoring three small stations to the east of Serpa Pinto).](/cms/asset/879cfa3e-2ee9-49b5-9146-bafa25b9cf41/thsj_a_1391388_f0001_oc.jpg)
Figure 2. (a) Flow duration curves and (b) time series of simulated and observed annual stream volumes at the outlet of the Rundu sub-basin.
![Figure 2. (a) Flow duration curves and (b) time series of simulated and observed annual stream volumes at the outlet of the Rundu sub-basin.](/cms/asset/e25bc36e-b7fe-447f-a7dc-66e0da6c4c27/thsj_a_1391388_f0002_b.gif)
Table 1. Form and parameters of the relationships between runoff coefficient and rainfall index.
Figure 3. Examples of the relationship between the rainfall index and simulated runoff ratio for (a) Chinama, (b) Caiundo, (c) Serpa Pinto and (d) Cuanavale sub-basins.
![Figure 3. Examples of the relationship between the rainfall index and simulated runoff ratio for (a) Chinama, (b) Caiundo, (c) Serpa Pinto and (d) Cuanavale sub-basins.](/cms/asset/e395ffb2-5a1d-41a7-8e19-bed78c096625/thsj_a_1391388_f0003_b.gif)
Figure 4. Illustration of the part of the approach used to adjust the input rainfall data using relationships between an index of annual rainfall (total depth + maximum monthly depth) and simulated runoff ratio.
![Figure 4. Illustration of the part of the approach used to adjust the input rainfall data using relationships between an index of annual rainfall (total depth + maximum monthly depth) and simulated runoff ratio.](/cms/asset/c017898a-18d8-4c5b-8210-dfa3fda3bd40/thsj_a_1391388_f0004_b.gif)
Figure 5. Comparison of relationships between the rainfall index and simulated runoff ratio for five sub-basins using the total time series (94 years: black lines) and using only the first 47 years (grey lines).
![Figure 5. Comparison of relationships between the rainfall index and simulated runoff ratio for five sub-basins using the total time series (94 years: black lines) and using only the first 47 years (grey lines).](/cms/asset/08a4664d-05ef-4826-b262-b656ed60b71b/thsj_a_1391388_f0005_b.gif)
Table 2. Model performance indices (ranges of objective functions across all 10 000 ensembles) before and after rainfall corrections. CE: Nash-Sutcliffe coefficient of efficiency (untransformed data); CE{ln}: Nash-Sutcliffe coefficient of efficiency (ln transformed data); %Bias: % bias in the simulated mean monthly flow relative to the observed mean.
Figure 6. Monthly time series comparisons between observed, and simulated streamflow volumes before and after the rainfall adjustments for four sub-basins: (a) Cuchi, (b) Mucundu, (c) Cuanavale and (d) Rundu.
![Figure 6. Monthly time series comparisons between observed, and simulated streamflow volumes before and after the rainfall adjustments for four sub-basins: (a) Cuchi, (b) Mucundu, (c) Cuanavale and (d) Rundu.](/cms/asset/d553b55d-2c9f-4d2c-b99a-2a8835a9c705/thsj_a_1391388_f0006_b.gif)
Figure 7. Example frequency distributions of a combined performance index (CE + CE{ln}, +(1 − abs(%Bias)/100) + (1 − abs(%Bias{ln}/100), having a maximum value of 4.0.
![Figure 7. Example frequency distributions of a combined performance index (CE + CE{ln}, +(1 − abs(%Bias)/100) + (1 − abs(%Bias{ln}/100), having a maximum value of 4.0.](/cms/asset/f9f52bcb-e1fe-4d26-8ffe-1c70f80b0025/thsj_a_1391388_f0007_b.gif)