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Full text: Modelling of marine dispersion and transfer of radionuclides accidentally released from land based facilities

92 REFERENCES TO ANNEX III [III-1] MARGVELASHVILY, N., MADERICH, V., ZHELEZNYAK, M., THREETOX: Computer code to simulate three-dimensional dispersion of radionuclides in homogeneous and stratified water bodies, Radiation Protection Dosimetry 73 (1997) 177–180. [III-2] MADERICH, V., HELING, R., BEZHENAR, R., BROVCHENKO, I., JENNER, H., KOSHEBUTSKYY, V., KUSCHAN, A., TERLETSKA, K., Development and application of 3D numerical model THREETOX to the prediction of cooling water transport and mixing in the inland and coastal waters, Hydrological Processes 22 (2008) 1000–1013. [III-3] JOHANNESSEN, O.M., VOLKOV, V.A., PETTERSSON, L.M., MADERICH, V.S., ZHELEZNYAK, M.J., GAO, Y., BOBYLEV, L.P., STEPANOV, A.V., NEELOV, I.A., TISHKOV, V., NIELSEN, S.P., Radioactivity and Pollution in the Nordic Seas and Arctic Region, Observations, Modelling and Simulations, Springer, Series, Springer Praxis Books (2010) 408 pp. [III-4] MELLOR, G., KANTHA, L., An ice-ocean coupled model, Journal of Geophysical Research 94 (1989) 10837–10954. [III-5] CANUTO, V.M., HOWARD, A., CHENG, Y., DUBOVIKOV, M.S., Ocean Turbulence, Part I: One-point closure model-momentum and heat vertical di?usivities. Journal of Physical Oceanography 31 (2001) 1413–1426. [III-6] MELLOR, G.L., An equation of state for numerical models of ocean and estuaries, Journal of Atmospheric and Ocean Technology 8 (1991) 609–611. [III-7] SMAGORINSKY, J., General circulation experiments with primitive equations, I. The basic experiment, Monthly Weather Review 91 (1963) 99–164. [III-8] ZAPADKA, T., WOZNIAK, S.B., WOZNIAK, B., A simple formula for the net long-wave radiation ?ux in the southern Baltic Sea, Oceanologia 43 (2001) 265–277. [III-9] BLACKADAR, A., High resolution models of the planetary boundary layer, Advances in Environmental Science and Engineering 1, Pfa?in and Ziegler, Eds. Gordon and Briech, NY (1979) 50–85. [III-10] HIBLER W.D. III, A dynamic thermodynamic sea ice model. Journal of Physical Oceanography 9 (1979) 815–846. [III-11] VAN RIJN, L.C., Sediment transport, Part II: Suspended load transport, Journal of Hydraulic Engineering 110 (1984) 1613–1641. [III-12] KRONE, R.B., Flume Studies of the Transport of Sediment in Estuarial Processes, Final Report, Hydraulic Engineering Laboratory and Sanitary Engineering Research Laboratory, University of California, Berkeley (1962). [III-13] PARTHENIADES, E., Erosion and deposition of cohesive soil, Journal of Hydraulic Division 91 (1965) 105–139. [III-14] INTERNATIONAL ATOMIC ENERGY AGENCY, Sediment distribution coe?cients and concentration factors for biota in the marine environment, Technical Reports Series No. 422, IAEA, Vienna (2004). [III-15] SANTSCHI, P.H., HONEYMAN, B.D., Radionuclides in aquatic environments, Radiation Physics and Chemistry 34 (1989) 2213–2407. [III-16] CARROLL, J., HARMS, I.H., Uncertainty analysis of partition coe?cients in a radionuclide transport model, Water Research 33(11) (1999) 2617–2626. [III-17] PERIÁ?EZ, R., A modelling study on 137Cs and 239/240Pu behaviour in the Al-borán Sea, western Mediterranean, Journal of Environmental Radioactivity 99 (2008) 694–715.
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