2014
DOI: 10.3354/meps10725
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Individual-based modelling of Calanus sinicus population dynamics in the Yellow Sea

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Cited by 7 publications
(3 citation statements)
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References 69 publications
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“…For a higher resolution and dynamic picture, we can use approach (3). There is a large body of work modelling diapausing copepods (Fiksen, ; Hairston & Munns, ; Huntley, Zhou, & Lopez, ; Maps, Plourde, & Zakardjian, ; Maps, Record, & Pershing, ; Miller, Lynch, Carlotti, Gentleman, & Lewis, ; Pierson, Batchelder, Saumweber, Leising, & Runge, ; Speirs et al., ; Tittensor, DeYoung, & Tang, ; Varpe, Jørgensen, Tarling, & Fiksen, ; Wang, Wei, & Batchelder, ; Wilson, Banas, Heath, & Speirs, ; Zakardjian et al., ), incorporating some aspects of the trait‐based perspective (Ji, ; Maps, Pershing, & Record, ; Maps, Runge, et al., ; Record, Pershing, & Maps, 2013a). Most modelling studies focus on a single region and just one species.…”
Section: Introductionmentioning
confidence: 99%
“…For a higher resolution and dynamic picture, we can use approach (3). There is a large body of work modelling diapausing copepods (Fiksen, ; Hairston & Munns, ; Huntley, Zhou, & Lopez, ; Maps, Plourde, & Zakardjian, ; Maps, Record, & Pershing, ; Miller, Lynch, Carlotti, Gentleman, & Lewis, ; Pierson, Batchelder, Saumweber, Leising, & Runge, ; Speirs et al., ; Tittensor, DeYoung, & Tang, ; Varpe, Jørgensen, Tarling, & Fiksen, ; Wang, Wei, & Batchelder, ; Wilson, Banas, Heath, & Speirs, ; Zakardjian et al., ), incorporating some aspects of the trait‐based perspective (Ji, ; Maps, Pershing, & Record, ; Maps, Runge, et al., ; Record, Pershing, & Maps, 2013a). Most modelling studies focus on a single region and just one species.…”
Section: Introductionmentioning
confidence: 99%
“…In our model, we defined growth explicitly as the carbon budget between ingested and assimilated material minus the body mass lost to metabolic maintenance, i.e., assimilated ingestion minus respiration. This simple formulation is a robust approximation of growth for mesozooplankton and krill (Hofmann and Lascara ; Wang et al ): G=A0.25em0.25emIR0.25em()mg0.25emnormalC0.25emh1 where A was the assimilation efficiency coefficient (unitless), I the individual's ingestion rate in mg C h −1 , and R the individual's respiration rate in mg C h −1 .…”
Section: Methodsmentioning
confidence: 99%
“…In our model, we defined growth explicitly as the carbon budget between ingested and assimilated material minus the body mass lost to metabolic maintenance, i.e., assimilated ingestion minus respiration. This simple formulation is a robust approximation of growth for mesozooplankton and krill (Hofmann and Lascara 2000;Wang et al 2014):…”
Section: Growthmentioning
confidence: 99%