Dynamic Analysis and Control in a Differential-algebraic Harmful Phytoplankton Blooms Model
A harvested allelopafhic two-species phytoplankton ecosystem is investigated by a differential-algebraic model.By using the differential-algebraic system theory and bifurcation theory,local stability of the proposed model around the interior equilibrium is studied.Furthermore,instability mechanism of the proposed model due to variation of economic interest of harvesting is discussed.With the purpose of stabilizing the proposed model around the interior equilibrium and maintaining the economic interest of harvesting at an ideal level,state feedback controllers are designed.Finally,numerical simulations are carried out to show the effectiveness of designed controller.
differential-algebraic equation state feedback controller phytoplankton blooms
Chao Liu Jixin Wang Hong Niu
Department of Information and Computational Science,Northeastern University at Qinhuangdao Qinhuangd Automation Engineering Institute Beijing Vocational College of Electronic Science Beijing,P R China Institute of Systems Science,School of Science,Northeastern University Shenyang.P R China
国际会议
太原
英文
549-553
2011-02-26(万方平台首次上网日期,不代表论文的发表时间)