2020
DOI: 10.1029/2020jg005643
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Effect of Ambient Nitrogen on the Growth of Phytoplankton in the Bohai Sea: Kinetics and Parameters

Abstract: Changes in nitrogen forms and levels affect biogeochemical processes, but little is known about the quantitative effect of ambient nitrogen on phytoplankton growth in biogeochemical kinetics. Based on a new experimental data analysis method, we investigated the phytoplankton growth and nitrogen uptake processes of typical phytoplankton subjected to different nitrogen forms in the Bohai Sea. We employed a nonlinear differential model to fit the kinetic processes of phytoplankton growth, death, and nutrient upta… Show more

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Cited by 5 publications
(8 citation statements)
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“…The biomass of different dominant algae (Bio i ) was estimated by the equation Bio i = Bio total × DI i , where DI i is Berger–Parker dominance index of each algal species. The biomass of diatoms and dinoflagellates (Bio) was described by the modified logistic equation (Gao et al., 2020) and the limiting factors of PAR and T : dBiodt=KG()NO3NO3minKsNO3+NO3NO3min11+NH4NH40.25emin+NH4NH4minKsNH4+NH4NH4min+DONterrestrialDONterrestrial0.25emminKsDONterrestrial+DONterrestrialDONterrestrial0.25emmin+DONalgalDONalgal0.25emminKsDONalgal+DONalgalDONalgal0.25emminLimitPARLimitTBioKDLimitT()Bio+Bio2,0.25em $\frac{\text{dBio}}{\text{dt}}={\mathrm{K}}_{\mathrm{G}}\cdot \left(\frac{{\text{NO}}_{3}-{\text{NO}}_{3\,\text{min}}}{{\text{Ks}}_{{\text{NO}}_{3}}+{\text{NO}}_{3}-{\text{NO}}_{3\,\text{min}}}\cdot \frac{1}{1+\frac{{\text{NH}}_{4}}{{\text{NH}}_{4\,\text{in}}}}+\frac{{\text{NH}}_{4}-{\text{NH}}_{4\,\text{min}}}{{\text{Ks}}_{{\text{NH}}_{4}}+{\text{NH}}_{4}-{\text{NH}}_{4\,\text{min}}}+\frac{{\text{DON}}_{\text{terrestrial}}-{\text{DON}}_{\text{terrestrial}\,\text{min}}}{{\text{Ks}}_{{\text{DON}}_{\text{terrestrial}}}+{\text{DON}}_{\text{terrestrial}}-{\text{DON}}_{\text{terrestrial}\,\text{min}}}+\frac{{\text{DON}}_{\text{algal}}-{\text{DON}}_{\text{algal}\,\text{min}}}{{\text{Ks}}_{{\text{DON}}_{\text{algal}}}+{\text{DON}}_{\text{algal}}-{...…”
Section: Methodsmentioning
confidence: 99%
See 3 more Smart Citations
“…The biomass of different dominant algae (Bio i ) was estimated by the equation Bio i = Bio total × DI i , where DI i is Berger–Parker dominance index of each algal species. The biomass of diatoms and dinoflagellates (Bio) was described by the modified logistic equation (Gao et al., 2020) and the limiting factors of PAR and T : dBiodt=KG()NO3NO3minKsNO3+NO3NO3min11+NH4NH40.25emin+NH4NH4minKsNH4+NH4NH4min+DONterrestrialDONterrestrial0.25emminKsDONterrestrial+DONterrestrialDONterrestrial0.25emmin+DONalgalDONalgal0.25emminKsDONalgal+DONalgalDONalgal0.25emminLimitPARLimitTBioKDLimitT()Bio+Bio2,0.25em $\frac{\text{dBio}}{\text{dt}}={\mathrm{K}}_{\mathrm{G}}\cdot \left(\frac{{\text{NO}}_{3}-{\text{NO}}_{3\,\text{min}}}{{\text{Ks}}_{{\text{NO}}_{3}}+{\text{NO}}_{3}-{\text{NO}}_{3\,\text{min}}}\cdot \frac{1}{1+\frac{{\text{NH}}_{4}}{{\text{NH}}_{4\,\text{in}}}}+\frac{{\text{NH}}_{4}-{\text{NH}}_{4\,\text{min}}}{{\text{Ks}}_{{\text{NH}}_{4}}+{\text{NH}}_{4}-{\text{NH}}_{4\,\text{min}}}+\frac{{\text{DON}}_{\text{terrestrial}}-{\text{DON}}_{\text{terrestrial}\,\text{min}}}{{\text{Ks}}_{{\text{DON}}_{\text{terrestrial}}}+{\text{DON}}_{\text{terrestrial}}-{\text{DON}}_{\text{terrestrial}\,\text{min}}}+\frac{{\text{DON}}_{\text{algal}}-{\text{DON}}_{\text{algal}\,\text{min}}}{{\text{Ks}}_{{\text{DON}}_{\text{algal}}}+{\text{DON}}_{\text{algal}}-{...…”
Section: Methodsmentioning
confidence: 99%
“…The biomass of different dominant algae (Bio i ) was estimated by the equation Bio i = Bio total × DI i , where DI i is Berger-Parker dominance index of each algal species. The biomass of diatoms and dinoflagellates (Bio) was described by the modified logistic equation (Gao et al, 2020) and the limiting factors of PAR and T:…”
Section: Nutrients-2 Phytoplankton-detritus (N2pd) Biogeochemical Modelmentioning
confidence: 99%
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“…Periodic increases in microalgae populations are natural phenomena (Visciano et al 2016). They do not always cause detrimental effects so long as algal growth remains within normal limits and does not cause a significant disturbance to the surrounding ecosystems (Gao et al 2020). However, if there is a dramatic increase in the population of unwanted or harmful organisms, the situation can require an immediate response (Zohdi and Abbaspour 2019).…”
Section: Introductionmentioning
confidence: 99%