2004
DOI: 10.1016/j.ecolmodel.2004.01.006
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Three-dimensional modelling of a Microcystis bloom event in the Swan River estuary, Western Australia

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Cited by 162 publications
(91 citation statements)
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References 38 publications
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“…Both DYRESM and ELCOM have been applied widely to investigate the stratification in lakes and drinking water reservoirs and inflow/outflow dynamics of waterbodies (Robson and Hamilton 2003;Hamilton 1999). The most recent version of CAEDYM (v3.3, Hipsey and Hamilton 2008) can also model suspended solids, oxygen and organic and inorganic nutrients (C, N, P and Si), multiple phytoplankton functional groups, zooplankton and fish, benthic biological communities (macroalgae, macrophytes and benthic invertebrates), pathogens, geochemistry (including ions, pH, redox and metals), and sediment oxygen, nutrient and metal fluxes.…”
Section: Caedymmentioning
confidence: 99%
“…Both DYRESM and ELCOM have been applied widely to investigate the stratification in lakes and drinking water reservoirs and inflow/outflow dynamics of waterbodies (Robson and Hamilton 2003;Hamilton 1999). The most recent version of CAEDYM (v3.3, Hipsey and Hamilton 2008) can also model suspended solids, oxygen and organic and inorganic nutrients (C, N, P and Si), multiple phytoplankton functional groups, zooplankton and fish, benthic biological communities (macroalgae, macrophytes and benthic invertebrates), pathogens, geochemistry (including ions, pH, redox and metals), and sediment oxygen, nutrient and metal fluxes.…”
Section: Caedymmentioning
confidence: 99%
“…In one of them (Yoyo model), temporal scales of less than a day were considered, accounting for daily sun light variability, using the static P-E formulation of Peeters and Eilers (1978). Robson and Hamilton (2004) applied a three dimensional, coupled hydrodynamic-ecological model to simulate a Microcystis bloom in an Australian river. Light limitation was based on Steele's static formulation, in the case of freshwater diatoms, and in the saturation type equation described by Webb et al (1974), in the case of other algae.…”
Section: Models (See Text)mentioning
confidence: 99%
“…水温的季节变化是滇池、 太湖微囊藻水华季节波动的主 要因子 [29][30] . 水温也是湖泊水华预警模型中最重要的参数 [31][32] . 在本实验中, 10℃下微囊藻可以维持 7d 的缓慢生长, 之后生物量快速下降.…”
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