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Hydro-ecological relations in the Delta Waters

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estimated primary production of 500 g C mdZy-l <strong>in</strong> shallow are-. The<br />

contribution to <strong>the</strong> annual carbon budget of <strong>the</strong> Veerse Meer is roughly<br />

-E -1<br />

120 g C m y , which is 27X of <strong>the</strong> lagow' budget. The higb nitrogen<br />

load not only leads to a relatively high production of phytoplanktou,<br />

but also to <strong>in</strong>tensive and undesirable mass growth of =<strong>in</strong><br />

areas.<br />

shallow<br />

Figure 7 reveals <strong>the</strong> <strong>in</strong>areae and decrease <strong>in</strong> biomass, eapressed as<br />

perrentage wvezage, <strong>in</strong> a permaaent saaple plot In <strong>the</strong> Grevel<strong>in</strong>geu and<br />

<strong>in</strong> <strong>the</strong> Vwse Fleet!. In <strong>the</strong> Grevel<strong>in</strong>gemeer <strong>the</strong> annual cycle of cbaagerr<br />

<strong>in</strong> biomass of seagrass is not disturbed by macro-algae. which have only<br />

a low presence. In <strong>the</strong> Veezse Meer <strong>the</strong> seagraes plot becomes cmpletely<br />

dam<strong>in</strong>dted by quickly grow<strong>in</strong>g-, suppress<strong>in</strong>g <strong>the</strong> growth of zostera.<br />

Table 3 shows that <strong>the</strong> eutrophicated Veerse Meer has <strong>the</strong> highest tmtal<br />

-2 -1<br />

primary production (roughly 4-50 g C m y ) and that <strong>the</strong> nutrient<br />

limited Oosterschelde estuary has <strong>the</strong> lowest values (rdu@ly<br />

-P -1<br />

240gCrn y 1.<br />

For Ereshwater ecosystems a tentative model has beau developed,<br />

descrihlng <strong>the</strong> relation berween <strong>the</strong> relative domtuanca of primary<br />

producers wmected to <strong>the</strong> availability of nutrients. and <strong>the</strong><br />

successive phase$ <strong>in</strong> <strong>the</strong> process of %acreas<strong>in</strong>% eutrophicatton<br />

(Phillips. et al. 1978; Van Vierssen, et al. 1985; De Nfe. 1987: Fig.<br />

8, upper panel). The model for esruar<strong>in</strong>e and lagoonal situations Rig.<br />

8, loaez panel) is adapted, based on data from <strong>the</strong> Qrevel<strong>in</strong>pn and<br />

Veerse &er. The model is odly applicable to stagnant brackish lagoons<br />

and extremely sheltered parts of tidal estuaries. In "healthy" sal<strong>in</strong>e<br />

waters, waterplants - such as seagrasses - dom<strong>in</strong>ate. Nitrogen load and<br />

concentrations are lm and <strong>the</strong> relative importance of phytoplanktm <strong>in</strong><br />

<strong>the</strong> shallow seagrassbeds is iusigniEicant; <strong>the</strong> Grevelisgeumeer is an<br />

example of phase I. Zn brack3sh waters where eutropbiearim <strong>in</strong>creases,<br />

revealed by higher nitrogen loads and concentrations and lower,<br />

<strong>in</strong>stable sal<strong>in</strong>ities, waterpLants am outcompeted by macto-algae.<br />

Epiphyte gowth gn seagrass-<br />

<strong>in</strong>crea~es considerably toge<strong>the</strong>r with <strong>the</strong><br />

relative dsmtnanee of pbytoplankfou. The resilience of <strong>the</strong> aquatic<br />

cmumnitied decreases, which makes <strong>the</strong> system less constant <strong>in</strong> time end

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