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时滞年龄结构浮游生物模型的平衡点分析
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作者 孙秀秀 《应用数学进展》 2017年第8期926-934,共9页
本文在一类具有时滞效应和收获效应的浮游植物–浮游动物模型基础上,考虑了浮游动物的年龄结构特征,从而得到了一类具有时滞效应,收获效应和年龄结构的浮游植物和浮游动物模型。文章的主要目的是研究年龄结构对该模型动力学性质的影响... 本文在一类具有时滞效应和收获效应的浮游植物–浮游动物模型基础上,考虑了浮游动物的年龄结构特征,从而得到了一类具有时滞效应,收获效应和年龄结构的浮游植物和浮游动物模型。文章的主要目的是研究年龄结构对该模型动力学性质的影响。通过模型分析,将其转化成一类抽象的柯西问题。在此基础上,本文主要研究了该模型平衡点的动力学性质,包括存在性和唯一性。 展开更多
关键词 年龄结构 浮游植物–浮游动物 平衡点
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Seasonal dynamics of crustacean zooplankton community structure in Erhai Lake, a plateau lake, with reference to phytoplankton and environmental factors 被引量:10
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作者 杨威 邓道贵 +1 位作者 张赛 胡翠林 《Chinese Journal of Oceanology and Limnology》 SCIE CAS CSCD 2014年第5期1074-1082,共9页
The seasonal dynamics of a crustacean zooplankton community in Erhai Lake was investigated from May 2010 to April 2011. In total, 11 species were recorded, including six(6 genera) cladoceran and five(5 genera) copepod... The seasonal dynamics of a crustacean zooplankton community in Erhai Lake was investigated from May 2010 to April 2011. In total, 11 species were recorded, including six(6 genera) cladoceran and five(5 genera) copepod species. The crustacean zooplankton densities ranged from 24.3 to 155.4 ind./L. In winter and spring, the large-bodied cladoceran Daphnia galeata dominated the crustacean plankton community. In summer and autumn, when the colonial or filamentous algae dominated the phytoplankton communities, the small-bodied species(e.g. B osmina fatalis, Ceriodaphnia quadrangular, and Mesocyclops leuckarti) replaced the large-bodied ones. One-way ANOVA and redundancy analysis revealed that community structure was dependent upon total nitrogen, total phosphorus, water temperature, transparency, and the biomass of small algae. The variation in both phytoplankton structure and environmental variables were important factors in the seasonal succession of crustacean zooplankton structure in Erhai Lake. 展开更多
关键词 Erhai Lake crustacean zooplankton community structure seasonal dynamics
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EFFECTS OF DELAY AND SEASONALITY ON TOXIN PRODUCING PHYTOPLANKTON-ZOOPLANKTON SYSTEM 被引量:5
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作者 SUNITA GAKKHAR ANURAJ SINGH BRAHAM PAL SINGH 《International Journal of Biomathematics》 2012年第5期239-259,共21页
A dynamical model for toxin producing phytoplankton and zooplankton has been formu- lated and analyzed. Due to gestation of prey, a discrete time delay is incorporated in the predator dynamics. The stability of the de... A dynamical model for toxin producing phytoplankton and zooplankton has been formu- lated and analyzed. Due to gestation of prey, a discrete time delay is incorporated in the predator dynamics. The stability of the delay model is discussed and Hopf bifurcation to a periodic orbit is established. Stability and direction of bifurcating periodic orbits are investigated using normal form theory and center manifold arguments. Global existence of periodic orbits is also established. To substantiate analytical findings, numerical simu- lations are performed. The system shows rich dynamic behavior including chaos and limit cycles. The influence of seasonality in intrinsic growth parameter of the phytoplankton population is also investigated. Seasonality leads to complexity in the system. 展开更多
关键词 Time delay stability Hopf bifurcation period chaos.
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A fractional-order toxin producing phytoplankton and zooplankton system 被引量:1
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作者 M. Javidi N. Nyamoradi 《International Journal of Biomathematics》 2014年第4期63-83,共21页
In this work, we investigate the dynamical behavior of a fractional-order toxin producing on a phytoplankton-zooplankton (TPPZ) system with nutrient cycling. We propose a mathematical system to model this situation.... In this work, we investigate the dynamical behavior of a fractional-order toxin producing on a phytoplankton-zooplankton (TPPZ) system with nutrient cycling. We propose a mathematical system to model this situation. All the feasible equilibria of the system are obtained and the conditions for the existence of the equilibriums are determined. Local stability analysis of the TPPZ is studied by using the fractional Routh-Hurwitz stability conditions. Numerical simulations are carried out for a hypothetical set of parameter values to substantiate our analytical findings. 展开更多
关键词 Toxic-phytoplankton ZOOPLANKTON stability numerical simulation frac-tional-order.
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