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Simulation of Competitive Mechanism for Limited Resources by Two-Species Meta-Populations in Two Patches

机译:两种补丁中的两种荟萃群体有限资源竞争机制的模拟

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In this study, according to the model of the meta-population of two species competition for two kinds of linear-growth resources which is developed by Liang R.J., STELLA was used to simulate the competition mechanisms of two consumer species in different patches, utilizing the limited resources. The dynamic process was simulated under different situations: When the two species' migration rates are o, which is a particular case that population compete for resource in one patch, the results are accord with R* Principle; When the two species' migration rates are different, the coexistence of the two populations is possible in the patch ; When the two species' individual average resource consumptions rates are different, there exists obvious competing exclusion effect; When the resource growth rates in two patches are different, population density is higher in the patch with a higher resource growth rate, and populations in both patches are apt to coexist with a higher value of q and the distribution of population is partially influenced by the difference between the patches. Because there are still many parameters related with different aspects, it is better to use STELLA to simulate the dynamicity of both the resource and the population by changing the value of any parameter in the model conveniently.
机译:在本研究中,根据由Liang RJ开发的两种线性生长资源的2种竞争的Meta群体的模型,斯特拉用于模拟不同斑块中的两个消费物种的竞争机制,利用有限的资源。在不同情况下模拟动态过程:当两个物种的迁移率是o时,这是一个特定的案例,其中人口在一个补丁中竞争资源,结果符合R *原则;当两种物种的迁移率不同时,贴片中可能的两个人口的共存;当两个物种的个人平均资源消耗率不同时,存在明显的竞争效应;当两种贴片中的资源增长率不同时,在具有较高资源生长速率的蛋白质中,人口密度较高,并且两种贴片中的种群易于与Q值相同,并且群体分布部分受到的影响补丁之间的差异。因为仍有许多与不同方面相关的参数,所以最好使用Stella来模拟资源和人口的动态性,通过方便地改变模型中的任何参数的值。

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