2011
DOI: 10.1016/j.jtbi.2010.09.041
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The vertical distribution of phytoplankton in stratified water columns

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Cited by 105 publications
(102 citation statements)
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“…γ is the nitrogen content of the phytoplankton (mmol N per mg Chl). Following Mellard et al (2011), we consider the nitrogen input from the atmosphere at the rate of N in (z), setting it as a delta function at z = 0 with the total nutrient input in the surface mixed layer N inML ; N inML = z s 0 N in (z)dz, where z s is the depth of the surface mixed layer. Note that nitrogen input through the activity of nitrogen fixers is excluded.…”
Section: Dynamic Equationsmentioning
confidence: 99%
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“…γ is the nitrogen content of the phytoplankton (mmol N per mg Chl). Following Mellard et al (2011), we consider the nitrogen input from the atmosphere at the rate of N in (z), setting it as a delta function at z = 0 with the total nutrient input in the surface mixed layer N inML ; N inML = z s 0 N in (z)dz, where z s is the depth of the surface mixed layer. Note that nitrogen input through the activity of nitrogen fixers is excluded.…”
Section: Dynamic Equationsmentioning
confidence: 99%
“…The system of phytoplankton and the limiting nutrient on the vertical axis has often been utilized to study the depth, intensity and persistence of the SCML. Major theoretical results include photoacclimation (increase in chlorophyll per cell) (Steele, 1964;Fennel and Boss, 2003), bistability (Yoshiyama and Nakajima, 2002;Ryabov et al, 2010), oscillating SCM (Huisman et al, 2006), hysteresis conditions (Kiefer and Kremer, 1981;Navarro and Ruiz, 2013) and the ESS (evolutionary stable strategy) depth obtained by gametheory approach (Klausmeier and Litchman, 2001;Mellard et al, 2011). Recent mathematical studies solved the persistence and uniqueness of the steady-state solution (Du and Hsu, 2010;Hsu and Yuan, 2010;Du and Mei, 2011) and gave rigorous proofs for the abovementioned ESS depth and the game-theory approach (Du and Hsu, 2008a, b).…”
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confidence: 99%
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“…Theory predicts that where the light niche is smaller (small E(Z) and large Z optic ), there should be greater overlap between phytoplankton because light will become the limiting factor and surface growth becomes the optimal strategy (Yoshiyama et al 2009). High nutrient levels also induce light-limitation through biomass proliferation and self-shading (turbidity), leading also to an optimal surface growth strategy (Weissing and Huisman 1994;Klausmeier and Litchman 2001;Huisman et al 2006), even when nutrient inputs occur at multiple depths (Mellard et al 2011). Thus, overall nutrient availability captured by variables such as total phosphorus (TP) should augment SO.…”
mentioning
confidence: 99%
“…Identification of patterns in phytoplankton biogeography or biodiversity requires analyses of large sample sets, because spatial heterogeneity of marine phytoplankton is considerable, while the vertical dimension is of particular importance, since differences in vertical abundance and composition of phytoplankton impact primary production, export processes, and energy transfer to higher trophic levels (Leibold, 1990). Vertical distribution of marine protists is determined by opposing resource gradients and mixing conditions (Mellard et al, 2011). With respect to this it was necessary to evaluate how representative samples from 10 m depth might be of the photic zone in the underlying water column.…”
Section: Automated Ribosomal Intergenic Spacer Analysis (Arisa)mentioning
confidence: 99%