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扩散对污染斑块上Logistic种群生存的影响 被引量:4

The Effect of Diffusion on the Permanence of Logistic Population in the Polluted Patch
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摘要 本文通过建立两斑块的单种群扩散系统 ,主要研究扩散对其中受污染的斑块上种群生存的影响 .文中所考虑的是污染斑块上外界毒素的输入量存在极限值的情形 ,得到如下结论 :无扩散时 ,若此极限值超过某一定值 ,则污染斑块上的种群趋于灭绝 ;扩散存在且两斑块上种群的扩散系数满足一定的条件时 。 The effect of diffusion on the permanence of the population in a polluted patch is studied by setting up a single population diffusive system in two patches. The analysis focuses on the case that the toxicant input in the polluted patch has a limit value. It is shown that we draw the following conclusion: when there is no diffusion and the limit value exceeds a certain value, the population in the polluted patch goes extinction. However, when the diffusion exists and the diffusive coefficients of the population between the two patches satisfy some conditions, the population of the system goes either permanence or extinction.
出处 《河南师范大学学报(自然科学版)》 CAS CSCD 2002年第3期1-4,共4页 Journal of Henan Normal University(Natural Science Edition)
基金 国家自然科学基金 (编号 :10 172 0 11) 教育部高校博士学科点基金 (编号 :980 0 0 6 19)资助项目
关键词 污染斑块 Logistic种群 两种群 扩散系统 永久生存 种群灭绝 种群动力学模型 扩散系数 patch environment pollution diffusion system permanence
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同被引文献23

  • 1江洪,马克平,张艳丽,朱春全,James R.STRITTHOLT.基于空间分析的保护生物学研究[J].植物生态学报,2004,28(4):562-578. 被引量:19
  • 2王兴元,骆超.二维Logistic映射的分岔与分形[J].力学学报,2005,37(3):346-355. 被引量:18
  • 3魏建宇,魏山城,汪彦军,李喜贵.虫口模型的计算机数值模拟实验[J].河南师范大学学报(自然科学版),2005,33(2):119-121. 被引量:2
  • 4[1]CUI Jing-an,CHEN Lan-sun.The effect of diffusion on the time varying Logistic population growth[J].Computers Math Applic,1998,36(3):1-9.
  • 5[7]Zhidong Teng,Zhengyi Lu.The effect of dispersal on single-species nonautonomous Dispersal models with delays[J].Math Biol,2001,42:439-454.
  • 6Alan Hastings. Dynamics of a single species in a spatially varying environment :the stabilizing role of higher dispersal rates[J]. Journal of Mathematical Biology, 1982,16:49-55.
  • 7CUI Jing-an.CHEN Lan-sun.The effect of diffusion on the time varying Logistic population growth[J]. Computers Math Applic, 1998.36(3):1-9.
  • 8SONG Xin-yu,Yg Kai-li. Conditions for global stability of n-patches ecological system with dispersion[J]. Journal of Mathematical Research &. Exposition,2001,21 (3) :329-333.
  • 9Edward Ott.Chaos in dynamical systems[M].Cambridge:Cambridge Press House,2002:304-310.
  • 10Haijian Sun,Lin Liu,Aike Guo.Logistic map graph set[J].Computer & Graphics,1997,21(1):89-103.

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