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Extinction and Permanence of Two-nutrient and One-microorganism Chemostat Model with Pulsed Input in a Polluted Environment

机译:污染环境下脉冲输入的两种营养和一种微生物的化肥模型的灭绝和持久性

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. In this paper, chemostat model with pulsed input in a polluted environment is considered. By using the Floquet theorem, we find the microorganism-eradication periodic solution is globally asymptotically stable if the impulsive period T is more than a critical value. We can also find the nutrients and microorganism are permanent if the impulsive period T is less than the critical value.
机译:。在本文中,考虑了在污染环境中具有脉冲输入的恒化器模型。通过使用浮球定理,我们发现如果脉冲周期T大于临界值,则消除微生物的周期解在全局渐近稳定。如果脉冲周期T小于临界值,我们也可以发现养分和微生物是永久的。

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