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首页> 外文期刊>Italian Journal of Agronomy >Testing Some Pedo-Transfer Functions (PTFs) in Apulia Region. Evaluation on the Basis of Soil Particle Size Distribution and Organic Matter Content for Estimating Field Capacity and Wilting Point
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Testing Some Pedo-Transfer Functions (PTFs) in Apulia Region. Evaluation on the Basis of Soil Particle Size Distribution and Organic Matter Content for Estimating Field Capacity and Wilting Point

机译:在普利亚地区测试一些Pedo传递函数(PTF)。基于土壤粒径分布和有机质含量的估算田间持水量和降温点的评价

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The knowledge of soil water retention vs. soil water matric potential is applied to study irrigation and drainage scheduling, soil water storage capacity (plant available water), solute movement, plant growth and water stress. To measure field capacity and wilting point is expensive, laborious and is time consuming, so, frequently, matemathic models, called pedo-transfer functions (PTFs) are utilized to estimate field capacity and wilting point through physical-chemical soil characteristics. Six PTFs have been evaluated (Gupta and Larson, 1979; Rawls et al., 1982; De Jong et al., 1983; Rawls and Brakensiek, 1985; Saxton et al., 1986; Vereecken et al., 1989) by comparing measured soil moisture values with estimated ones at soil water matric potential of -33 and -1500 kPa. Soil samples were collected (361) from 185 pedons of Apulian Region (Southern Italy). Accuracy of the soil moisture predictions is quantified with Root Mean Square Deviation (RMSD) between estimated and measured water retention values. In Apulia Region the tested PTFs give different results on soils grouped on the basis of textural composition and organic matter (O.M.) content both at the Field Capacity (FC) and Wilting Point (WP). At the FC, Gupta and Larson model has given the best performance in Clayey (C), Sandy clay loam (SaCL), Sandy loam (SaL) and Silty (Si) soil, in loamy and tendency silty soils with O.M. content less than 1.9% and in tendency sandy soils with O.M. content less than 1.5% and greater than 2%; the Rawls model in Silty clay (SiC) and Silty loam (SiL) soils, in tendency clayey soils with O.M. less than 2.3% and in loamy and tendency silty soils with O.M. greater than 1.9%; the Rawls and Brakensiek model in tendency sandy soils with O.M. content between 1.5 and 2%; the Saxton model in Silty clay loam (SiCL), Loamy sand (LSa) soils and in tendency clayey soils with O.M. content greater than 2.3% and the Vereecken model in Sandy clay (SaC), Loamy (L), Clay loam (CL) and Sandy (Sa) soils. At the WP, the Gupta and Larson model has resulted the best in SiL, Si soils and, in general, in loamy and tendency silty and in tendency sandy soils with O.M. content greater than 1.9% and 2%, respectively; the Rawls model in Loamy soils and in loamy and tendency silty soils with O.M. between 1.0 and 1.9%; the De Jong model in C soils; the Rawls and Brakensiek model in SiC, SaC, CL, SiCL, SaCL soils and generally in tendency clayey soils with whatever O.M. content and in tendency sandy soils with O.M. content between 0.8 and 2%; the Saxton model in loamy and tendency silty soils with O.M. content less than 1% and in tendency sandy soils with O.M. less than 0.8%; the Vereecken model in SaL, Sa and LSa soils.
机译:将土壤保水量与土壤水基质势的关系的知识用于研究灌溉和排水计划,土壤储水量(植物可用水),溶质运移,植物生长和水分胁迫。测量田间持水量和萎point点是昂贵,费力且费时的,因此,通常使用称为pedo-传递函数(PTF)的matemathic模型通过物理化学土壤特征来估算田间持水量和萎wil点。通过比较测量结果,已经评估了六个PTF(Gupta和Larson,1979; Rawls等,1982; De Jong等,1983; Rawls和Brakensiek,1985; Saxton等,1986; Vereecken等,1989)。土壤水分值在-33和-1500 kPa的土壤水基质势下具有估计值。从阿普利亚地区(意大利南部)的185个脚下收集土壤样品(361个)。土壤水分预测的准确性通过估计的保水值和测量的保水值之间的均方根偏差(RMSD)进行量化。在普利亚地区,根据田间持水量(FC)和枯萎点(WP)处的质地成分和有机物(O.M.)含量分组的被测PTF在土壤上给出的结果不同。在FC上,古普塔(Gupta)和拉尔森(Larson)模型在Clayey(C),Sandy壤土(SaCL),Sandy壤土(SaL)和Silty(Si)土壤,O.M壤土和倾向粉质土壤中均表现最佳。含量低于1.9%且趋向于O.M.含量小于1.5%且大于2%;在粉质粘土(SiC)和粉质壤土(SiL)土壤中的罗尔斯模型中,趋向于O.M. O.M.低于2.3%,并且在壤土和倾向粉质土壤中大于1.9%; O.M.的趋势沙质土壤中的Rawls和Brakensiek模型含量在1.5%至2%之间;淤泥质壤土(SiCL),壤质砂土(LSa)以及趋于黏土的O.M. Saxton模型含量大于2.3%的砂土(SaC),壤土(L),黏土壤土(CL)和桑迪(Sa)土壤中的Vereecken模型。在WP上,Gupta和Larson模型在硅质,硅质土壤,以及总体上以O.M处理的壤质和倾向性粉质以及倾向性沙质土壤中表现最好。含量分别大于1.9%和2%; O.M.在壤质土壤和壤质及趋势粉质土壤中的罗尔斯模型在1.0至1.9%之间; C土壤中的De Jong模型;在SiC,SaC,CL,SiCL,SaCL土壤中以及在任何O.M的情况下通常为黏性土壤的Rawls和Brakensiek模型含量和趋势的沙质土壤含量在0.8%至2%之间; O.M.的壤土和倾向粉质土壤中的Saxton模型含量低于1%且趋向于O.M.小于0.8%;在SaL,Sa和LSa土壤中使用Vereecken模型。

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