讨论了一类藻类生长模型，得到了有界性、极限性质、稳定性与产生分支的充分条件。
Discuss a growth model of Isochrysis galbana, obtain sufficient condition for boundedness, limiting quality, stability and bifurcation.
利用太湖常规监测点的监测资料，在黎曼近似解模型的基础上建立了太湖二维藻类生长模型。
According to the monitoring data from conventional monitoring points of the Taihu lake, a 2-d model for algae growth in the lake was developed based on the Riemann approximate solution model.
本论文通过模型实验，采用静态对比的方法，研究水位下降引起的微弱扰动对藻类生长的影响。
In this paper I have researched on the influence of algae growth under feeble disturbance caused by water level drop by using static model experiment and comparison method.
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