分解
竞赛(生物学)
对数
抗性(生态学)
数学
生物
生物系统
种间竞争
生态学
变量(数学)
植物
统计
数学分析
作者
Shaoyilin Wang,Yifei Zhou,Zhujun Shen
出处
期刊:IOP conference series
[IOP Publishing]
日期:2021-05-01
卷期号:781 (5): 052012-052012
标识
DOI:10.1088/1755-1315/781/5/052012
摘要
Abstract This article analyzes the relationship between fungal decomposition rate and its two important characteristics: extension rate and moisture resistance by establishing a fungal lignocellulose decomposition model when multiple types of fungi decompose wood fibers in the same area, and further predicts the role of the diversity of fungal communities in an ecosystem. we first divide fungi into two categories based on temperature: fast-growing but highly affected by the environment, called RABBIT; and slow-growing but relatively stable fungi (less affected by the environment), called TORTOISE. Humidity is an independent variable, using regression analysis method to establish a fungal growth decomposition model, we can find that the fungal decomposition rate and the logarithm of the expansion rate and the logarithm of moisture resistance are roughly linear. According to the fungal decomposition model obtained in question1, we use cellular automata and Lotka-Volterra model to establish interaction models between different types offungi, and find two types of bacteria with different competitiveness, RABBIT and TORTOISE, when competition coefficient of the mare different, we can find that the two groups of fungi will produce different competition results (may coexist, or one group of fungi may be eliminated).
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