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作 者:郑伯平[1] 郑长英[1] 顾松东[1] 王俊平[1]
机构地区:[1]青岛农业大学农学与植物保护学院,山东青岛266109
出 处:《中国农学通报》2012年第19期194-198,共5页Chinese Agricultural Science Bulletin
基 金:国家公益行业(农业)科研专项(200803025);"泰山学者"建设工程专项经费
摘 要:通过田间调查,应用聚集度指标检验和线形回归方程检验,研究探讨西花蓟马的空间分布型和种群动态。结果表明,该害虫在月季上呈聚集分布,其分布的基本成分是个体群,个体间相互吸引,这种聚集主要是由环境条件和西花蓟马本身聚集习性引起。运用Iwao的m*-m直线回归方程建立了理论抽样数模型,田间理论抽样数可用N=1/(D2)×((6.7692)/m+0.4799)进行估计。田间抽样调查以棋盘式为最佳。6月8日到7月4日之间西花蓟马在月季上种群动态为单峰型,6月19日为种群密度最高时期。Six methods were used to determine the spatial pattern of Frankliniella oceidentalis in Chinese rose field. The results showed that the spatial distribution pattern of the pest on Chinese rose was aggregated distribution, the basic ingredients were individual population, and the individual attracted each other. The aggregation distribution of the pest was due to its life habit and environmental factors. In addition, a sequential sampling model was built by Iwao' s way (regressive relation by m*-m). Theoretical sampling numbers of field survey can be estimated with N =/D^2×(6.7692/m+0.4799).Several sampling methods for sampling populationsof Frankliniella occidentalis in Chinese rose field were compared, and the best sampling method was chessboard method. The population dynamics of the pest on Chinese rose was single summit from June 8 to July 4, the maxim density occurred in June 19^4h.
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