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Spatial patterns of Tuta absoluta and heterorhabditid nematodes

机译:Tuta absoluta和异源线虫线虫的空间格局

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The tomato lea miner, Tuta absoluta, is a serious pest that can spread rapidly and damage tomato production substantially. Understanding the spatial distribution of the pest population and its natural enemies under specific conditions will aid in the formation and application of integrated control strategies against the pest. The dispersion parameter of T. absoluta larval population derived from Taylor's Power Law was studied at plant, leaf and leaflet scales in three tomato fields in Egypt. Values of b, the distribution parameter of the Power Law, increased from plant to leaflet, indicating a more aggregated distribution as the size scale diminished. Data transformations were calculated from parameters of the Power Law fitted to the data obtained across the three fields and compared with log and square root transformations. Using baiting technique with Galleria mellonella, entomopathogenic nematodes (EPN) were not detected from the three fields but were found in 29 out of 30 soil samples obtained from a nearby mango orchard. Mortality of T. absoluta larvae caused by Heterorhabditis species isolated from the orchard ranged from 90.0 to 96.7% suggesting that its inundative release for pest control may be feasible. Horizonta1. spatial patterns of the nematodes were aggregated within the orchard, with individual soil samples being imich more likely to contain sufficient nematodes to infect multiple G. mellonella larvae than was predicted based on the total number of positive soil samples. The distribution of EPN-infected G. mellonella larvae within a series of extractions was random in 27 out of the 29 samples; the larvae were aggregated in the two remaining positive samples. The possibility of finding infected G. mellonella larvae in the positive samples was not more than that expected by chance.
机译:番茄泄漏矿工Tuta absoluta是一种严重的害虫,可以迅速传播并严重损害番茄的产量。了解特定条件下的有害生物种群及其天敌的空间分布,将有助于形成和应用针对有害生物的综合控制策略。在埃及三个番茄田的植物,叶片和小叶尺度上,研究了从泰勒幂定律推导的绝对黑麦草幼虫种群的分散参数。 b的幂值(幂律的分布参数)的值从植物到小叶都增加了,表明随着尺寸规模的减小,分布更加集中。数据变换是根据幂定律的参数计算得出的,该参数适合于在三个字段中获得的数据,并与对数和平方根变换进行了比较。使用诱剂技术与马勒菌廊(Galleria mellonella),在这三个田地中未检出昆虫病原线虫(EPN),但在附近的芒果园获得的30个土壤样品中,有29个被发现。从果园中分离到的异种杂种杆菌引起的绝对黑斑病幼虫的死亡率为90.0%至96.7%,这表明其过分释放以控制害虫是可行的。地平线1。果园内线虫的空间格局有所聚集,单个土壤样品比基于阳性土壤样品的总数所预测的更有可能包含足以感染多个G草幼虫的线虫。在29个样本中,有27个样本的一系列提取物中被EPN感染的G. mellonella幼虫的分布是随机的。幼虫聚集在剩下的两个阳性样本中。在阳性样本中发现被感染的G. mellonella幼虫的可能性不超过偶然的预期。

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