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首页> 外文期刊>Agricultural Systems >Intensive versus low-input cropping systems: What is the optimal partitioning of agricultural area in order to reduce pesticide use while maintaining productivity?
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Intensive versus low-input cropping systems: What is the optimal partitioning of agricultural area in order to reduce pesticide use while maintaining productivity?

机译:集约种植与低投入种植:为了在保持生产力的同时减少农药使用,最佳的农业区划是什么?

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摘要

Pesticide use should be reduced for sustainable agriculture. Low-input cropping systems, centered on hardy varieties that maintain their yield in the presence of pests, allow pesticide use to be reduced. Since yield potential is generally lower for hardy varieties than for high-yielding varieties, a balance must be found between production and pesticide reduction. In order to compute the optimal partitioning of agricultural area between intensive and low-input cropping systems, we present a model that allows yield and gross margins to be computed at the landscape scale, as a function of the proportion of the area under intensive and low-input systems. The model shows that two cases must be distinguished, depending on inoculum production by each of the coexisting systems. If the low-input system produces less inoculum (e.g. because resistant varieties are used), coexistence can be optimal, whereas if the low-input system produces more inoculum (e.g. because tolerant varieties are used), it is best to devote the whole area to a single system. The model gives the gross margin for each cropping system as a function of the proportion of low-input systems - and so predicts the proportion to which the farmers' choices will lead - and illustrates the use of different (simplified) policies that would ensure that the optimum proportion is reached.
机译:为了可持续农业,应减少农药的使用。低投入的种植系统以耐寒品种为中心,这些品种在有害虫的情况下仍能保持产量,从而减少了农药的使用。由于强壮品种的产量潜力通常低于高产品种,因此必须在产量和减少农药之间找到平衡。为了计算集约化和低投入耕作系统之间农业区的最佳划分,我们提出了一个模型,该模型允许在景观尺度上根据集约化和低投入下面积的比例来计算产量和毛利率。输入系统。该模型表明,必须根据每种共存系统的接种量来区分两种情况。如果低投入系统产生的接种量较少(例如,因为使用了抗性品种),则共存可能是最佳的;反之,如果低投入系统产生的接种量较大(例如,由于使用了耐受性品种),则最好将整个区域全部投入到单个系统。该模型给出了每种耕作系统的毛利率与低投入系统所占比例的函数-从而预测了农民的选择所占的比例-并说明了不同(简化)政策的使用,这些政策将确保达到最佳比例。

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