Hidrológiai Közlöny, 2014 (94. évfolyam)

2014 / 4. szám - Kiss Melinda - Torma Péter: Sekély tavi energiaáramok fluxus-gradiens eljárás-alapú becslése örvény-kovariancia mérésekből

56 HIDROLÓGIAI KÖZLÖNY 2014. 94. ÉVF. 4. SZ. Halldin S. (2004): Radiation measurements in integrated terrestrial ex­periments, Vegetation, Water, Humans and the Climate Global Change — The IGBP Series, pp 167-171. Holtslag A. A. M., Van Ulden P. A. (1983): A simple scheme for dayti­me estimates of the surface fluxes from routine weather data, Jour­nal of Climate and Applied Meteorology, 22(4), pp 517-29. Göckede M., Rebmann C., Fokén T. (2004): A combination of quality assessment tools for eddy covariance measurements with footprint modelling for the characterisation of complex sites, Agricultural and Forest Meteorology, 127(3-4): 175—188, (doi: 10.1016/j. agrfor- met.2004.07.012) Kiss M., Józsa J. (2015): Wind profde and shear stress at reed-open water interface: recent research achievements in Lake Fertő, Pol­lack Periodica, in press. Kiss M., Józsa J. (2015): A Fertő tó energiaháztartásának meghatáro­zása örvény-kovariancia módszerrel, Hidrológiai Közlöny, in press. Kugler Sz, Weidinger T., Ács F., Vörös M. (2015): A Balaton energia- háztartásának modellezése standard meteorológiai mérések alapján, Ecology of Lake Balaton/ A Balaton ökológiája MTA BLKI Elek­tronikus folyóirata, in press. Lenters J. D., Cutrell G. J., Istanbulluoglu E., Scott D. T., Herrman K. S., Irmák A., Eisenhauer D E. (2011): Seasonal Energy and water balance of a Phragmites Australis-dominated wetland in the Repub- licn River Basin (South-central Nebraska, USA), Journal of Hydro­logy, 408 19-34. Mahrt L. (1998): Flux sampling errors for aircraft and towers, Journal of Atmospheric and Oceanic Technology, 15,416-429. Mauder M., Fokén T. (2006): Impact of post-field data processing on eddy covariance flux estimates and energy balance closure. Meteo­rologische Zeitschrift, 15: 597-609. Morton F. I., Ricard F., Fogarasi S. (1985): Operational estimates of a- real evapotranspiration and lake evaporation - Program WREVAP, NHRI 24, Ottawa. KISS MELINDA JÓZSA JÁNOS TORMA PÉTER tudományos munkatárs, Budapesti Műszaki és Gazdaságtudományi Egyetem, Vízépítési és Vízgazdálkodási Tanszék, e-mail: kiss.melinda@epito.bme.hu tanszékvezető egyetemi tanár, Budapesti Műszaki és Gazdaságtudományi Egyetem, Vízépítési és Vízgazdálkodási Tanszék, e- mail: iozsa.ianos@epito.bme.hu tanársegéd, Budapesti Műszaki és Gazdaságtudományi Egyetem, Vízépítési és Vízgazdálkodási Tanszék, e-mail: torma.peter@epito.bme.hu The Eddy-Covariance technique based estimation of the energy budget of Lake Fertő Kiss, M. - Józsa, J. Flux-gradient based estimation of the turbulent energy flux of shallow lakes from Eddy- Covariance measurements Kiss, M. - Torma, P. Abstract to the two articles: The understanding of the energy budget of shallow lakes is crucial to explain the basic processes (such as temperature stratification, evaporation) of the lake, furthermore, to support the water management planning tasks (e g. sluice-regulation and water supply). In this research, a measurement and data processing methodology was introduced which allows the evaluation of the water budget components, among others the sensible and latent heat flux, and the evaporation estimation from the latter. Neuwirth F. (1980): Die Abschätzung der Verdunstung des Neusiedler Sees aus einfachen Klimawerten, Archiv für Meteorologie, Geo­physik und Bioklimatologie, 29, 373-386. Penman H. L. (1948): Natural evaporation from open water, bare soil and grass, The Royal Society, 193, 120-145. Pintér K. (2009): Fátlan természetes vegetáció szénmérlegének megha­tározása eddy-konvariancia módszerrel éves skálán, doktori érteke­zés, Gödöllő, SZIE Szilágyi J., Kovács Á. (2011): A calibration-free evapotranspiration mapping technique for spatially-distributed regional-scale hydrolo­gic modeling, Journal of Hydrology and Hydromechanics, 59(2), 118-130. Tímár Á. ,(2014): Párolgásbecslő módszerek összehasonlító vizsgálata a Fertő tóra, Szakdolgozat, ELTE TTK Twine T. E„ Kustas W. P., Norman J. M., Cook D. R., Houser P R., Meyers T. P., Prueger J. H., Starks P. J., Wesely M. L. (2000): Cor­recting eddy-covariance flux underestimates over a grassland. Agri­cultural and Forest Meteorology, 103(3):279-300. Weidinger T., Pinto J., Horváth L. (2000): Effects of uncertainties in u- niversal functions, roughness length, and displacement height on the calculation of surface layer fluxes, Meteorologische Zeitschrift, 9(3), pp 139-154. Wilson K. B., Goldstein A. H , Faige E., Aubinet M., Baldocchi D., Berbigier P., Bernhofer C., Ceulemans R., Dolman H., Field C., Grelle A., Law B., Meyers T„ Moncrieff J., Monson R., Oechel W., Tenhunen J., Valentini R., Verma S. (2002): Energy balance closu­re at FLUXNET sites, Agricultural and Forest Meteorology, 113, 22300234. A kézirat beérkezett: 2014. November 12-én Detailed micrometeorological measurements have been conducted including an Eddy-Covariance system at the interface of the reed and open water zones in Lake Fertő (chosen as case study). The energy budget components were determined and their sensitivity was analysed. Significant differences were found between the diurnal and seasonal course of the energy budget terms of the reed and open water zones, especially in case of the latent heat flux and storage term. An energy balance closure of 73% was obtained with slight dependence on the corrections of the eddy-covariance theory and with significant dependence on the thermal stratification and the homogeneity of the measurement area. Since the contribution of the measured heat fluxes to each of the two characteristic zones depends on the wind direction, the fluxes of the mean quantities were estimated separately above the two zones by means of the flux-gradient method. Finally, the evaporation rate of the reed and open water zone was estimated individually and was compared to the results of a number of evaporation estimation methods. According to our findings, in the summer months, the evaporation of the reed zone significantly exceeded the one of the open water zone, while in May and in the autumn months, the monthly evaporation of the two zones was nearly equal. The present two related papers introduce the theoretical background of the energy budget, Eddy-Covariance technique and flux-gradient method and present the developed measurement and data processing methodology in details which was proven by the results to be adequate to quantify the energy budget of shallow lakes. Keywords: Eddy-Covariance, flux-gradient, evaporation, Monin- Obukhov, reed, open water zones, exchange

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