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首页> 外文期刊>International journal of soil science >Accounting for Spatial Variability in a Short-Term Fertilizer Trial for Oil Palm
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Accounting for Spatial Variability in a Short-Term Fertilizer Trial for Oil Palm

机译:在油棕短期肥料试验中考虑空间变异性

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Spatial variations in soil fertility can obscure treatment effects and hence lead to incorrect fertilizer recommendations. This study was aimed at evaluating oil palm growth response to K application. The response variable in this study was plant growth, expressed as plant height and leaf length. Treatment effects on plant height and leaf length were investigated using Analysis Of Variance (AOV). Both growth variables were assessed for spatial structure using variography. This was followed by Nearest-Neighbor Analysis (NNA) to derive adjusted growth data. The NNA involved a 3-step procedure carried out in an iterative fashion. Treatment effects on the NNA-adjusted growth data were examined using AOV and compared with those obtained using the original growth measurements. Results showed that before removing spatial trends, the effect of treatments on plant growth were not significant. Growth variables exhibited a significant spatial trend. A corresponding observation was found for growth residuals. The NNA technique was found to substantially reduce structural variance present in the growth data sets, which enabled the assessment of true treatment effects. Following the NNA adjustment, growth variables varied significantly among treatments with the untreated control giving the highest increase in plant growth. The NNA adjustment also rendered improved precision to the linear model, computed using AOV.
机译:土壤肥力的空间变化会掩盖处理效果,从而导致不正确的施肥建议。这项研究旨在评估油棕对钾肥​​施用的响应。在这项研究中,响应变量是植物生长,表示为植物高度和叶长。使用方差分析(AOV)研究了处理对植物高度和叶片长度的影响。使用变异函数法评估两个生长变量的空间结构。接下来是最近邻分析(NNA)以得出调整后的增长数据。 NNA涉及以迭代方式执行的三步过程。使用AOV检查了对NNA调整后的生长数据的治疗效果,并将其与使用原始生长测量值获得的效果进行了比较。结果表明,在消除空间趋势之前,处理对植物生长的影响并不显着。生长变量表现出明显的空间趋势。发现了相应的观察到的生长残留物。发现NNA技术可大大减少生长数据集中存在的结构变异,从而能够评估真正的治疗效果。经过NNA调整后,不同处理之间的生长变量差异很大,而未经处理的对照在植物生长方面的增幅最大。 NNA调整还提高了使用AOV计算的线性模型的精度。

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