home    land degradation    project outcome    Gallery Flooding Flood Hazard Assessment Pilot Area • The Pilot Areas • Climate • Cover factor (C) estimation • Digital terrain analysis • Relationship between soil properties • Relationship of soil properties with different land use/cover types Methodology • Methodologies • LISEM Results • Result Soil Properties and Land Use • Runoff rate for different land cover types • Model calibration and validation • Sensitivity analysis • Land use scenarios • Rainfall size scenarios • Flooding Scenario - 2 years return period • Flooding Scenario - 10 years return period • Flooding Scenario - 20 years return period • Flooding Scenario - 50 years return period • Summary tables for each flood characteristic • Flood hazard mapping • Conclusions and Recommendation Erosion Erosion Assessment Pilot Area • The Pilot Areas • Climate • Cover factor (C) estimation • Digital terrain analysis • Relationship between soil properties • Relationship of soil properties with different land use/cover types Methodology • Methodologies • Erosion Models Result • Results • C-Factor Mapping for erosion assessment • Soil erosion assessment • Assessment of land use/cover change effect on soil erosion • Assessing critical zones for ephemeral gully formation • Erosion Assessment by Different Models • The recommended erosion models • RMMF Landslide Case I • Landslide hazard assessment • The area (Pilot 3) • Landslide Mapping in Wang Chin using digital image analysis Techniques. • Results • Discussions Case II • Doi Ang Khang (Ang Khang) (Pilot area 4) • Landslide mapping in Ang Khang using aerial photos • Landslide Inventory Mapping • Landslide modelling and Susceptibility mapping • Landslide Susceptibility Maps from the three Scenarios (models) • Comparison between Ang Khang and Wang Chin (with respect to weights of evidence modelling using morphometric parameters) Salinization Case I • Pilot area II • Soil salinity • Salinization • Geomorphology • Soils • Geopedologic map • Results Case II • CASE II - The study of Yadav, R.D. (2005), • Methodology • Crop Simulation Model • PS 123 • Results • Mathematical (Regression) Model for Crop Yield Estimation • Conclusion Case III • Case III • Modeling Salinization • Geostatistics and Interpolation (GIS and Kriging) • Model Simulation and Prediction of Salinity • Simulated Depth to water table • Tenth Years Prediction • Twenty Years Prediction • Conclusion Runoff • Surface Runoff • Methodology • Modelling Runoff • Modelling Runoff Using Empirical Approach • Modelling runoff using the Semi-physical approach • Estimation with the Curve Number Method • Results and Discussion • Generation of Scenarios • Comparison of runoff rates with soil loss map • Conclusions • Presentation of papers based on project work at international • Workshop in Lomsak • Hua Hin seminar • Training of LDD staff • GIS and RS based predictive soil mapping • Soil erosion assessment • Landslide hazard assessment • Flood hazard assessment • Soil salinity study • List of completed MSc. theses on project RMMF MMF model predicts annual soil loss from field-sized area (Morgan et al., 1984). The MMF model is simple, flexible and it provides a stronger physical base than USLE. In the revised MMF model (Morgan, 2001) soil particle detachment by raindrop impact takes into account plant canopy height and leaf drainage. Also detachment by surface overland flow is added. The RMMF was developed to cater for difficulties realized in collecting data on rooting depth and as a result of improvements in data availability especially soil detachability since the original MMF model (Morgan, 2001). In the revised version, effective hydrological depth is considered instead of rooting depth as in the original version. New detachability values have also been provided as an improvement from the soil detachability index of the original version, while the revised model also caters for leaf drainage, ability of runoff to detach as well as transport by rainfall. The model separates the soil erosion process into two phases i.e. the water and sediment phase. In this way, the model recognizes that erosion can either be transport or detachment limited.   Estimation of rainfall energy     The energy of rainfall is calculated by taking into account the way rainfall is partitioned during interception and the energy of the leaf drainage. The model takes the annual rainfall total (R; mm) and computes the proportion that reaches the ground surface after allowing for rainfall interception (A; 0-1). R and A are multiplied together to derive effective rainfall (ER) as follows.             The model then distributes effective rainfall into rainfall that reaches the ground without interception, and rainfall that reaches later as leaf drainage (LD) after being intercepted by plant canopy (CC; %) using equations below.                     Leaf drainage is then used to calculate direct through fall of effective rainfall (DT) as in equation below.                     Kinetic energy is then calculated for effective rainfall of leaf drainage (KE (LD); j/m2) and effective rainfall of direct through fall (KE (DT); j/m2). KE (LD) and KE (DT) are a function of plant height (PH) and intensity (I) respectively. Kinetic energy of direct through fall is computed as follows.                     The kinetic energy of leaf drainage is the;                     KE (DT) and KE (LD) are added together to give the total energy of effective rainfall (KE; j/m2).     Estimation of runoff     Annual runoff (Q) is calculated using a relational equation between annual rainfall (R; mm), mean rainy day (RO; mm) and moisture storage capacity. Soil moisture storage capacity (RC; mm) is in turn a function of bulk density (BD; mg/m3), soil moisture content at field capacity (MS; %ww), effective hydrological depth (EHD; m), and ratio of actual to potential evapotranspiration (ET/EO). The equations below show the computation of soil moisture storage capacity;             Mean rain per day is calculated as shown below                     Where; RN: Number of rain days in a year               Estimation of soil particle detachment by raindrop     Soil particle detachment by raindrop impact (F; kg/m2) is calculated as a function of kinetic energy (KE; j/m2) and soil erodibility (K; g/j) as follows.             The equation used to compute soil particle detachment by runoff (H; kg/m2) is based on experimental work of Quansah (1982) as cited by Morgan (2001) and is calculated as a function of runoff (Q: mm), slope steepness (S; 0), soil resistance (Z) and ground cover (GC; %). Soil resistance is in turn dependent on surface cohesion (COH; kpa). The model assumes that soil particle detachment by runoff only occurs where soil is not protected by ground cover. The equations below show the computation of soil resistance as;                     And of runoff detachment as;                     Total particle detachment (D; Kg/m2) is finally computed as a sum of soil particle detachment by runoff and soil particle detachment by raindrop impact as shown below.                     Transport capacity of runoff (TC; kg/m2) is estimated as a function of runoff (Q) surface cover factor (C), runoff and slope gradient (0) as follows.                     TC is the compared with D and the lower of the two is taken as the annual soil loss (kg/m2).   Development of Methodologies for Land Degradation Assessment Applied to Land Use Planning in Thailand ^go to top