基于模糊参数的森林生物量数学模型

P. Panja
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引用次数: 6

摘要

本文将森林生物量、人口和保护森林生物量的技术努力视为单独的隔间,建立了一个模糊数学模型。我们假设森林生物量和人口是按逻辑增长的。我们认为,由于工业化、人类的食物、住所等原因,森林生物量减少。为了保护森林生物量,在这一模式中使用了一些现代技术。此外,还考虑了在森林生物量方面延迟使用现代技术来保护森林生物量。根据这些假设,建立了森林生物量的模糊数学模型。接下来,我们确定了不同的可能平衡点。此外,还讨论了我们提出的系统在这些平衡点附近的稳定性。最后,给出了一些数值模拟结果,以更好地理解我们提出的数学模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fuzzy Parameter Based Mathematical Model on Forest Biomass
In this paper, a fuzzy mathematical model has been developed by considering forest biomass, human population and technological effort for the conservation of forest biomass as separate compartments. We have assumed that the forest biomass and human population grows logistically. We have considered that forest biomass decreases due to industrialization, food, shelter, etc., for humans. For the conservation of forest biomass, some modern technological efforts have been used in this model. Also, time delay of use of modern technological effort for the conservation of forest biomass has been considered on forest biomass. According to the assumptions, a fuzzy mathematical model on forest biomass is formulated. Next we have determined different possible equilibrium points. Also, the stability of our proposed system around these equilibrium points has been discussed. Finally, some numerical simulation results have been presented for better understanding of our proposed mathematical model.
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