Background Land Cover Changes and Potential Hydrological Responses in Palu Catchment, Central Sulawesi Province.

11 11 to available rainfall Dean Snider, 1972. General form of total runoff volume estimation is expressed by: = − 0.2 + 0.8 … … … … … … … … … … … … … … … … … … … … … … … … … 3 Where V Q is the runoff volume uniformly distributed over the drainage basin, P is the mean precipitation, and S is the retention of the water. The retention parameter S is depending on characteristic of soil, vegetation, land use, and soil moisture condition in a watershed, where condition of those parameters are expressed by the curve number. The relation between retention and curve number is expressing as: = 1000 − 10 … … … … … … … … … … … … … … … … … … … … … … … … … … … 4 Where CN is curve number. The value of curve number is range from 20 to 100. The lower numbers indicate low runoff potential, while larger numbers are for increasing runoff potential. The curve number values are determined also by the soil types, where each soil type has their own of infiltration characteristics presented in Table 2.1. The relationship between runoff and curve number are shows in Figure 2.2, while the value of curve number for different land use and land cover type are shows in list of appendix of this proposal. Figure 2.2 Volume of direct runoff as a function rainfall and curve number Singh, V.J. 1992 12 12 Table 2.1 Hydrological soil group classifications Group Soil Characteristics Minimum Infiltration Rate inh A Deep sand, deep loess, and aggregate silts 0.3 - 0.45 B Shallow loess and sandy loam 0.15 - 0.30 C Clay loams, shallow sandy loam, soils in organic content, and soil usually high in clay 0.05 - 0.15 D Soil that swell upon wetting, heavy plastic clay, and certain saline soils 0 - 0.05

2.3.2 Unit Hydrograph of Watershed

Unit hydrograph of watershed is the direct runoff hydrograph resulting from one unit of effective rainfall occurring uniformly over the watershed at a uniform rate during a unit period of time Singh, V.J. 1992. Actually, the unit hydrograph is representing the effect of rainfall in particular basin. It is a hypothetical unit response of the watershed to a unit input of rainfall. The unit hydrograph firstly developed by Sherman in 1932. Unit hydrograph will use to determining the surface or direct runoff hydrograph from the effective rainfall hyetograph ERH. The fundamental assumptions implicit in the use of unit hydrographs for modeling hydrologic systems are: 1. Watersheds respond as linear systems. On the one hand, this implies that the proportionality principle applies so that effective rainfall intensities volumes of different magnitude produce watershed responses that are scaled accordingly. On the other hand, it implies that the superposition principle applies so that responses of several different storms can be superimposed to obtain the composite response of the catchment. 2. The effective rainfall intensity is uniformly distributed over the entire river basin. 3. The rainfall excess is of constant intensity throughout the rainfall duration. 4. The duration of the direct runoff hydrograph, that is, it’s time base, is independent of the effective rainfall intensity and depends only on the effective rainfall duration.