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松嫩平原盐碱地土壤颗粒分形维数研究及其应用 被引量：7

Study on the Feature of Saline Alkali Soil Particle Fractal Dimension in Songnen Plain and the Application
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摘要 通过应用自相似理论分析了松嫩平原3个典型盐碱湖滩土壤不同深度的颗粒的分维数差异,并应用土壤颗粒分形维数寻找松嫩平原盐碱地的水分特征参数,分析了研究区土壤水分日迁移特征。 The author analyzes the difference of soil particle fractal dimension feature in by utilizing the self similarity law. Based on the fractal dimension result , author settle the problem of the soil water parameter in the soil water profile equation. The soil water transportation character is analyzed in this paper.
作者 叶雅杰 罗金明 许林书
机构地区 东北师范大学城市与环境科学学院
出处 《长春师范学院学报（自然科学版）》 2005年第3期103-106,共4页 Journal of Changchun Teachers College
基金 国家自然科学基金资助项目(50139020)
关键词 分行理论 分维数 土壤颗粒 土壤水分 fractual law fractal dimension soil particle soil water
分类号 S152 [农业科学—土壤学]
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参考文献10

  • 1[1]Klaudia Oleschko,Fernando Brambila,Flor Aceff,Lucy P.Mora From fractal analysis along a line to fractals on the plane[J]. Soil & Tillage Research 45 1998 389～406.
  • 2[2]Klaudia Oleschko.Carlos Fuentes,Fernando Brambila Roman Alvarez Linear fractal analysis of three Mexican soil in different management systems[J]. soil technology 10(1997).
  • 3[3]E.Perfect B.D Kay. Applications of fractals in soil and tillage research: a review soil and Tillage research 36(1995).
  • 4[4]Yong Zhong Su,Ha Lin Zhao,Wen Zhi Zhao,Tong Hui Zhang. Fractal features of soil particle size distribution and the implication for indicating desertification[J]. Geoderma 122 (2004) 43-49.
  • 5[5]A.K.Guber,Y.AA.Pachepsky and E.Levkosky. Mass size scaling in soil aggregate as affect by aggregate water content and soil compaction[J]. soil science 2004.(1).
  • 6[6]K.R.Brye. Long term effects of cultivation on particle size and water retention characteristics determined using wetting curves[J]. soil science 2004.(7).
  • 7[7]A.K.Guber,W.J Ranks,E.V.Shein and Y.A.Pachepsky. The effect of soil aggregate size distribution on water retention[J]. soil science 2003.(4).
  • 8刘建立,徐绍辉,刘慧,郭飞.确定田间土壤水力传导率的分形方法[J].水科学进展,2003,14(4):464-470. 被引量：9
  • 9刘建立,徐绍辉.根据颗粒大小分布估计土壤水分特征曲线:分形模型的应用[J].土壤学报,2003,40(1):46-52. 被引量：54
  • 10姚德良,朱进生,谢正桐,李新荣,张景光,刘立超.土壤水盐运动模式研究及其在干旱区农田的应用[J].中国沙漠,2001,21(3):286-290. 被引量：39

二级参考文献25

  • 1姚德良,邱克俭,冀伟,孙菽芬.在植物耗水条件下土壤水分动态的数值模拟[J].土壤学报,1993,30(1):111-115. 被引量：13
  • 2李保国.分形理论在土壤科学中的应用及其展望[J].土壤学进展,1994,22(1):1-10. 被引量：132
  • 3周宏飞,黄妙芬.绿洲棉田蒸散与土壤水热状况关系分析[J].干旱区地理,1996,19(4):60-67. 被引量：5
  • 4Toledo P G, Novy R A, Davis H T, et td. Hydraulic conductivity of porous media at low water content[J]. Soil Science Society of America Journal, 1990, 54:673-679.
  • 5Kravchenko A, Zhang R D. Estimating the soil water retention from parfide-size distributions: A fractal approach[J]. Soil Science, 1998,163 : 171 - 179.
  • 6Friesen J P, Mikula R J. Fractal dimensions of coal particles[J]. J Colloid Interface Sci, 1987, 120:263 - 271.
  • 7Pezrier E, Rieu M, Sposito G, et al. Models of water retention curve for soils with a fraetal pore size distrlbution[J]. Water Resources Research, 1996, 32:3025- 3031.
  • 8Burdine N T. Relative vermeabilitv calculations from pore-size distribution data[J]. Petrol Trans Am Inst Min Eng, 1953, 198:71 - 77.
  • 9Kravchenko A, Zhang R D. Estimating soil hydraulic conductivity from soil particle-size distribution[A]. In: van Genuchten M Th, Leij F J,Wu L. (ed.) Proc. Int. Worksh. on Characterization and Measurement of the Hydraulic Properties of Unsaturated Porous Media[ C]. University of California, Riverside, CA. 1999, 959-966.
  • 10Mualem Y. A new model for predicting the hydraulic conductivity of unsaturated porous media[J]. Water Resources Research, 1976, 12:513- 522.

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二级引证文献41

长春师范学院学报（自然科学版）
2005年 第3期

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