Bolin B., and Rhode H. A note on the concepts of age distribution and residence time in natural reservoirs. Tellus 25 (1973) 58-62
Cucco A., and Umgiesser G. Modeling the Venice lagoon residence time. Ecological Modelling 193 1-2 (2006) 34-51
Deleersnijder E., Beckers J.M., and Delhez E.J.M. The residence time of settling particles in the surface mixed layer. Environmental Fluid Mechanics 6 1 (2006) 25-42
Deleersnijder E., Beckers J.M., and Delhez E.J.M. On the behaviour of the residence time at the bottom of the mixed layer. Environmental Fluid Mechanics 6 6 (2006) 541-547
Delhez E. Transient residence and exposure times. Ocean Science 2 (2006) 1-9
Delhez E.J.M. Macroscale ecohydrodynamic modeling on the Northwest European Continental Shelf. Journal of Marine Systems 16 1-2 (1998) 171-190
Delhez E.J.M., and Deleersnijder E. The boundary layer of the residence time field. Ocean Dynamics 56 2 (2006) 139-150
Delhez E.J.M., Heemink A.W., and Deleersnijder E. Residence time in a semi-enclosed domain from the solution of an adjoint problem. Estuarine Coastal and Shelf Science 61 4 (2004) 691-702
Dusenberry J.A., Olson R.J., and Chisholm S.W. Photoacclimation kinetics of single-cell fluorescence in laboratory and field populations of prochlorococcus. Deep-Sea Research Part I-Oceanographic Research Papers 48 6 (2001) 1443-1458
Dyer K.R. Circulation and mixing in stratified estuaries. Marine Chemistry 32 2-4 (1991) 111-120
Ediger D., and Yilmaz A. Characteristics of deep chlorophyll maximum in the Northeastern Mediterranean with respect to environmental conditions. Journal of Marine Systems 9 3-4 (1996) 291-303
Ennet P., Kuosa H., and Tamsalu R. The influence of upwelling and entrainment on the algal bloom in the Baltic Sea. Journal of Marine Systems 25 3-4 (2000) 359-367
Fennel W., and Neumann T. Introduction to the Modelling of Marine Ecosystems. Elsevier Oceanography Series, vol. 72. first ed. (2004), Elsevier, Amsterdam, Boston
Franks P.J.S. Turbulence avoidance: an alternate explanation of turbulence-enhanced ingestion rates in the field. Limnology and Oceanography 46 4 (2001) 959-963
Franks P.J.S. NPZ models of plankton dynamics: their construction, coupling to physics, and application. Journal of Oceanography 58 2 (2002) 379-387
Fung J.C.H. Gravitational settling of particles and bubbles in homogeneous turbulence. Journal of Geophysical Research-Oceans 98 C11 (1993) 20287-20297
Hodges B.A., and Rudnick D.L. Simple models of steady deep maxima in chlorophyll and biomass. Deep-Sea Research Part I-Oceanographic Research Papers 51 8 (2004) 999-1015
Huisman J., and Sommeijer B. Population dynamics of sinking phytoplankton in light-limited environments: simulation techniques and critical parameters. Journal of Sea Research 48 2 (2002) 83-96
Huisman J., van Oostveen P., and Weissing F.J. Critical depth and critical turbulence: two different mechanisms for the development of phytoplankton blooms. Limnology and Oceanography 44 7 (1999) 1781-1787
Huisman J., Arrayas M., Ebert U., and Sommeijer B. How do sinking phytoplankton species manage to persist?. American Naturalist 159 3 (2002) 245-254
LaBolle E.M., Quastel J., Fogg G.E., and Granver J. Diffusion processes in composite porous media and their numerical integration by random walks: generalized stochastic differential equations with discontinuous coefficients. Water Resources Research 36 3 (2000) 651-662
Lande R., and Wood A.M. Suspension times of particles in the upper ocean. Deep-Sea Research 34 (1987) 61-72
Lande R., and Yentsch C.S. Internal waves, primary production and the compensation depth of marine-phytoplankton. Journal of Plankton Research 10 3 (1988) 565-571
Lessin G., and Raudsepp U. Modelling the spatial distribution of phytoplankton and inorganic nitrogen in Narva Bay, southeastern Gulf of Finland, in the biologically active period. Ecological Modelling 201 3-4 (2007) 348-358
Lewis M.R., Cullen J.J., and Platt T. Relationships between vertical mixing and photoadaptation of phytoplankton: similarity criteria. Marine Ecology-Progress Series 15 (1984) 141-149
Lillebo A.I., Neto J.M., Martins I., Verdelhos T., Leston S., Cardoso P.G., Ferreira S.M., Marques J.C., and Pardal M.A. Management of a shallow temperate estuary to control eutrophication: the effect of hydrodynamics on the system's nutrient loading. Estuarine Coastal and Shelf Science 65 4 (2005) 697-707
Malchow H. Nonlinear plankton dynamics and pattern formation in an ecohydrodynamic model system. Journal of Marine Systems 7 2-4 (1996) 193-202
Mann K.H., and Lazier J.R.N. Dynamics of Marine Ecosystems: Biological-Physical Interactions in the Oceans. third ed. (2006), Blackwell Pub., Malden, MA
Martin A.P. Phytoplankton patchiness: the role of lateral stirring and mixing. Progress in Oceanography 57 2 (2003) 125-174
Maxey M.R. The motion of small spherical-particles in a cellular-flow field. Physics of Fluids 30 7 (1987) 1915-1928
Monsen N.E., Cloern J.E., Lucas L.V., and Monismith S.G. A comment on the use of flushing time, residence time, and age as transport time scales. Limnology and Oceanography 47 5 (2002) 1545-1553
Morse P.M., and Feshbach H. Methods of theoretical physics. International Series in Pure and Applied Physics (1999), McGraw-Hill, Boston, MA
Nihoul J.C.J., and Djenidi S. Hierarchy and scales in marine ecohydrodynamics. Earth-Science Reviews 31 3-4 (1991) 255-277
Painting S.J., Devlin M.J., Malcolm S.J., Parker E.R., Mills D.K., Mills C., Tett P., Wither A., Burt J., Jones R., and Winpenny K. Assessing the impact of nutrient enrichment in estuaries: susceptibility to eutrophication. Marine Pollution Bulletin 55 1-6 (2007) 74-90
Ross O.N. Particles in motion: how turbulence affects plankton sedimentation from an oceanic mixed layer. Geophysical Research Letters 33 10 (2006)
Ruiz J. The role of turbulence in the sedimentation loss of pelagic aggregates from the mixed layer. Journal of Marine Research 54 2 (1996) 385-406
Sanford L.P., Boicourt W.C., and Rives S.R. Model for estimating tidal flushing of small embayments. Journal of Waterway Port Coastal and Ocean Engineering-ASCE 118 6 (1992) 635-654
Spitzer F. Principles of random walk. Graduate Texts in Mathematics, vol. 34. second ed. (2001), Springer, New York
Spivakovskaya D., Heemink A.W., and Deleersnijder E. The backward Îto method for the Lagrangian simulation of transport processes with large space variations of the diffusivity. Ocean Science 3 4 (2007) 525-535
Steele J.H. Environmental control of photosynthesis in the sea. Limnology and Oceanography 7 (1962) 137-150
Sverdrup H.U. On conditions for the vernal blooming of phytoplankton. Journal du Conseil 18 3 (1953) 287-295
Takeoka H. Fundamental concepts of exchange and transport time scales in a coastal sea. Continental Shelf Research 3 (1984) 311-326
Varela R.A., Cruzado A., and Tintore J. A simulation analysis of various biological and physical factors influencing the deep-chlorophyll maximum structure in oligotrophic areas. Journal of Marine Systems 5 2 (1994) 143-157
Wang C.F., Hsu M.H., and Kuo A.Y. Residence time of the Danshuei River estuary, Taiwan. Estuarine Coastal and Shelf Science 60 3 (2004) 381-393
Wang L.P., and Maxey M.R. Settling velocity and concentration distribution of heavy-particles in homogeneous isotropic turbulence. Journal of Fluid Mechanics 256 (1993) 27-68
Wolanski E. Estuarine Ecohydrology (2007), Elsevier, Amsterdam
Wong K.T.M., Lee J.H.W., and Hodgkiss I.J. A simple model for forecast of coastal algal blooms. Estuarine Coastal and Shelf Science 74 1-2 (2007) 175-196