CALCULATION OF SEDIMENT REDUCTION AT THE OUTLET OF NESTOS RIVER BASIN

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CALCULATION OF SEDIMENT REDUCTION AT THE OUTLET OF NESTOS RIVER BASIN IV INTERNATIONAL SYMPOSIUM ON TRANSBOUNDARY WATERS MANAGEMENT THESSALONIKI, GREECE, 15-18 OCT., 2008 CALCULATION OF SEDIMENT REDUCTION AT THE OUTLET OF NESTOS RIVER BASIN DUE TO THE DAMS M. ANDREDAKI, V. HRISSANTHOU AND N. KOTSOVINOS DEPARTMENT OF CIVIL ENGINEERING DEMOCRITUS UNIVERSITY OF THRACE 67100 XANTHI, GREECE

Thisavros Dam and Platanovrysi Dam INTRODUCTION Nestos River flows through two European countries, Bulgaria and Greece, and discharges its water into the Aegean Sea Nestos River basin: 5100 km² Two dams in the Greek part of Nestos River: Thisavros Dam and Platanovrysi Dam Reduction of sediment yield at the outlet of Nestos River basin Coast erosion Calculation of sediment yield before and after the dams construction

MATHEMATICAL MODEL “RUNERSET” (RUNoff – ERosion – SEdiment Transport) Three submodels: Hydrological submodel Soil erosion submodel (Schmidt, 1992) Stream sediment transport submodel (Yang and Stall, 1976) The calculations were performed on a monthly time basis Final result: Mean annual value of sediment yield

HYDROLOGICAL SUBMODEL Simplified water balance model for the root zone of the soil: Sn´ = Sn-1 + Nn - Epn S: available soil moisture [mm] N: rainfall amount [mm] Ep: potential evapotranspiration [mm] n: index for the time step

HYDROLOGICAL SUBMODEL If Sn´<0, then Sn=0, hon=0, INn=0 If 0≤Sn´≤Smax, then Sn=Sn´, hon=0, INn=0 If Sn´>Smax, then Sn=Smax, hon=K(Sn´-Smax), INn=K´(Sn´-Smax) where K´=1-K ho: direct runoff [mm] IN: deep percolation [mm] Smax: maximum available soil moisture [mm] K, K´: proportionality coefficients

SOIL EROSION SUBMODEL (Schmidt, 1992) φr = CrρAursinα φr: momentum flux by the droplets [kg m/s²] C: soil cover factor r: rainfall intensity [m/s] ρ: water density [kg/m³] A: sub-basin area [m²] ur: mean fall velocity of the droplets [m/s] α: mean slope angle of the soil surface [o]

SOIL EROSION SUBMODEL φf = qρbu φf: momentum flux by the runoff [kg m/s²] q: direct runoff rate per unit width [m³/(s m)] ρ: water density [kg/m³] b: width of the sub-basin area [m] u: mean flow velocity [m/s]

qrf = (1.7E-1.7)10-4 E = (φr+φf) / φcr (E>1) SOIL EROSION SUBMODEL qrf = (1.7E-1.7)10-4 E = (φr+φf) / φcr (E>1) qrf: available sediment discharge per unit width [kg/(m s)] φr: momentum flux by the droplets [kg m/s2] φf: momentum flux by the runoff [kg m/s²] φcr: critical momentum flux [kg m/s²]

SOIL EROSION SUBMODEL qt = cmaxρsq qt: sediment transport capacity by overland flow [kg/(m s)] cmax: concentration of suspended particles at transport capacity [m³/m³] ρs: sediment density [kg/m³] q: direct runoff rate per unit width [m³/(s m)]

If qrf > qt, then ES = qt If qrf < qt, then ES = qrf SOIL EROSION SUBMODEL Estimation of sediment ES reaching the main stream from the respective sub-basin area If qrf > qt, then ES = qt If qrf < qt, then ES = qrf qt: sediment transport capacity by overland flow

STREAM SEDIMENT TRANSPORT SUBMODEL Estimation of sediment load FLO at the outlet of the main stream of a sub-basin If ESI > qts, then FLO = qts If ESI < qts, then FLO = ESI ESI: available sediment load in the main stream considered qts: sediment transport capacity by streamflow

STREAM SEDIMENT TRANSPORT SUBMODEL logct=5.435-0.286log(wD50/ν)-0.457log(u*/w)+ +[1.799-0.409log(wD50/ν)-0.314log(u*/w)]log(us/w-ucrs/w) (Yang and Stall, 1976) ct: total sediment concentration by weight [ppm] w: terminal fall velocity of suspended particles [m/s] D50: median particle diameter of bed material [m] ν: kinematic viscosity of the water [m2/s] u: mean flow velocity [m/s] ucr: critical mean flow velocity [m/s] u*: shear velocity [m/s] s: energy slope

APPLICATION OF “RUNERSET” TO NESTOS RIVER BASIN Basin of Nestos River: Division into 60 sub-basins: Basin of Thisavros Dam (Bulgarian and Greek parts): 31 sub-basins Basin of Platanovrysi Dam (Greece): 9 sub-basins Basin downstream of Platanovrysi Dam: 20 sub-basins Meteorological data (rainfall and temperature): from 22 meteorological stations in Greece and Bulgaria

APPLICATION OF “RUNERSET” TO NESTOS RIVER BASIN Thematic maps: Altitude contours map Main streams map Soil cover map Geological map Thiessen polygons map

APPLICATION OF “RUNERSET” TO NESTOS RIVER BASIN Main streams and soil cover map

APPLICATION OF “RUNERSET” TO NESTOS RIVER BASIN Geological map

APPLICATION OF “RUNERSET” TO NESTOS RIVER BASIN Thiessen polygons map

APPLICATION OF “RUNERSET” TO NESTOS RIVER BASIN Altitude contours map

APPLICATION OF “RUNERSET” TO NESTOS RIVER BASIN Model testing Sediment (suspended load) measurements of 53 years (1937–1989) at the location “Momina Koula” (Bulgaria) Basin area: 1511 km² Mean annual suspended sediment yield: 202 t/km² Assumption: Bed load / Suspended load = 0.25 Mean annual sediment yield (measured): 252.5 t/km² Mean annual sediment yield (computed): 208 t/km² Underestimation: 18%

APPLICATION OF “RUNERSET” TO NESTOS RIVER BASIN Calculations Time period of 11 years (1980-1990) Mean annual sediment amount inflowing into Thisavros Reservoir from the Bulgarian part (3052 km²) and from the Greek part (804 km²) of Nestos River basin. Mean annual sediment amount inflowing into Platanovrysi Reservoir from the corresponding basin (405 km², Greece) Mean annual sediment yield at the outlet of Nestos River basin (Toxotes) originating from the basin part downstream of Platanovrysi Dam (840 km², Greece)

COMPUTATIONAL RESULTS Mean annual sediment yield at the outlet of Nestos River basin, before the dams construction: 2x106 t after the dams construction: 0.33x106 t Decrease of sediment yield due to the dams construction: 84% Consequence: Erosion of Nestos River mouth and the neighbouring coastline