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最佳病虫害综合治理时机:农药施用量和天敌释放率的建模。

Optimum timing for integrated pest management: modelling rates of pesticide application and natural enemy releases.

机构信息

College of Mathematics and Information Science, Shaanxi Normal University, Xi'an 710062, PR China.

出版信息

J Theor Biol. 2010 May 21;264(2):623-38. doi: 10.1016/j.jtbi.2010.02.034. Epub 2010 Feb 26.

Abstract

Many factors including pest natural enemy ratios, starting densities, timings of natural enemy releases, dosages and timings of insecticide applications and instantaneous killing rates of pesticides on both pests and natural enemies can affect the success of IPM control programmes. To address how such factors influence successful pest control, hybrid impulsive pest-natural enemy models with different frequencies of pesticide sprays and natural enemy releases were proposed and analyzed. With releasing both more or less frequent than the sprays, a stability threshold condition for a pest eradication periodic solution is provided. Moreover, the effects of times of spraying pesticides (or releasing natural enemies) and control tactics on the threshold condition were investigated with regard to the extent of depression or resurgence resulting from pulses of pesticide applications. Multiple attractors from which the pest population oscillates with different amplitudes can coexist for a wide range of parameters and the switch-like transitions among these attractors showed that varying dosages and frequencies of insecticide applications and the numbers of natural enemies released are crucial. To see how the pesticide applications could be reduced, we developed a model involving periodic releases of natural enemies with chemical control applied only when the densities of the pest reached the given Economic Threshold. The results indicate that the pest outbreak period or frequency largely depends on the initial densities and the control tactics.

摘要

许多因素,包括害虫天敌比例、起始密度、天敌释放时间、杀虫剂用量和时间以及杀虫剂对害虫和天敌的瞬时杀伤率,都会影响 IPM 控制计划的成功。为了研究这些因素如何影响害虫防治的成功,提出并分析了具有不同杀虫剂喷洒和天敌释放频率的混合脉冲害虫-天敌模型。通过释放比喷洒更频繁或更不频繁的方式,提供了一种用于害虫根除周期解的稳定性阈值条件。此外,还研究了喷洒杀虫剂(或释放天敌)的次数和控制策略对阈值条件的影响,以及由于杀虫剂脉冲应用导致的种群衰减或复苏的程度。对于广泛的参数范围,害虫种群以不同幅度振荡的多个吸引子可以共存,并且这些吸引子之间的开关式跃迁表明,改变杀虫剂的用量和频率以及释放的天敌数量是至关重要的。为了了解如何减少杀虫剂的使用,我们开发了一个模型,其中涉及周期性释放天敌,仅在害虫密度达到给定经济阈值时才应用化学控制。结果表明,害虫爆发期或频率在很大程度上取决于初始密度和控制策略。

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