Eco-Engineering
Online ISSN : 1880-4500
Print ISSN : 1347-0485
ISSN-L : 1347-0485
原著論文
マイクロコズムの数学モデル(第3報):
系の多様性とその安定性
中根 昌克王丸 哲文石川 芳男杉浦 桂
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ジャーナル フリー

2008 年 20 巻 1 号 p. 19-25

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In this paper, the relationship between system diversity and its stability was discussed using a mathematical model of a microcosm reported in the first report. To examine this relationship, behavior of the system for changing number of species and maximum growth rate coefficients of microorganisms was observed. Maximum growth rate coefficients in the model were adjusted through the activity indices for cell division (energy for multiplication). The following aspects were analyzed in simulation results: (1) spatial habitat segregation for two kinds of decomposers was observed, and when they competed spatially, the system became thermodynamically unstable; (2) coexistence through differentiation of characteristics of organisms was quantitatively determined; and (3) the stability of the system was observed by changing the topology of the food web and strength of its links. These results provided information about invasion of an existing ecosystem by a new species.
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© 2008 生態工学会
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