Research Article

Automatic Calibration of an Unsteady River Flow Model by Using Dynamically Dimensioned Search Algorithm

Table 1

The resistance coefficients and calibrated by DDS algorithm for each reach.

Distance from river mouth (m)Reach numberCross section number

23,870–21,2151T36.A~T320.0350.039
21,215–16,7752T32~T24.A0.0250.034
16,775–13,6003T24.A~T200.030.036
13,600–9,8304T20~T140.0240.028
9,830–8,9205T14~T130.0340.023
8,920–6,0756T13~T090.0240.027
6,075–07T09~T000.030.026
27,495–21,2158H10.A~H010.0340.022
49,497–43,6479K94~K800.0640.04
43,647–38,73710K80~K680.0470.035
38,737–36,74811K68~K610.020.038
36,748–32,83212K61~K500.0360.032
32,832–29,52213K50~K430.0260.025
29,522–25,87914K43~K350.0450.028
25,879–19,41715K35~K19.A0.0250.033
19,417–18,26716K19.A~K170.0430.025
18,267–16,69217K17~K140.030.02
16,692–14,54518K14~K100.0530.037
14,545–11,44519K10~K050.030.049
11,445–892020K05~K010.0430.035