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Model of Two Infectious Diseases in Nettle Caterpillar Population

机译:荨麻毛毛虫的两种传染病模型

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Palm oil is a vital commodity to the economy of Indonesia. The area of oil palm plantations in Indonesia has increased from year to year. However, the effectiveness of palm oil production is reduced by pest infestation. One of the pest which often infests oil palm plantations is nettle caterpillar. The pest control used in this study is biological control, viz. biological agents given to oil palm trees. This paper describes a mathematical model of two infectious diseases in nettle caterpillar population. The two infectious diseases arise due to two biological agents, namely Bacillus thuringiensis bacterium and parasite which usually attack nettle caterpillars. The derivation of the model constructed in this paper is obtained from ordinary differential equations without time delay. The equilibrium points are analyzed. Two of three equilibrium points are stable if the Routh-Hurwitz criteria are fulfilled. In addition, this paper also presents the numerical simulation of the model which has been constructed.
机译:棕榈油是印度尼西亚经济的重要商品。印度尼西亚的油棕榈种植园面积从一年增加。然而,通过害虫侵染减少了棕榈油产量的有效性。通常侵染油棕榈种植园的害虫之一是荨麻毛虫。本研究中使用的害虫控制是生物控制,viz。给油棕榈树的生物剂。本文介绍了荨麻菌群中两种传染病的数学模型。由于两个生物药物,即芽孢杆菌菌和通常攻击荨麻毛皮的嗜血杆菌和寄生虫,两种传染病出现。本文构建的模型的推导是从常微分方程获得的,而不延迟。分析均衡点。如果满足Routh-Hurwitz标准,则三个均衡点中的两个是稳定的。此外,本文还提出了构造的模型的数值模拟。

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