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214 十璃学报 45卷 容重的减小而降低随小孔隙的增多而增大随孔隙 256-299.LiD C.Veldle B.Dderue JF.a al.Analysis of m 度的增大而降低,并与土壤容重和孔隙度存在者较 fractal dimension D of pre struture in soil and influeneng facto In Chinese).Chinese Journal of Soil Scienee.2002.33 (4) 为显著的直线回归关系。土壤在不同利用方式、耕 25629 作制度和侵蚀条件下的D存在差异,总体上表现 [10]Oledko K B.FigcmaS,Miranda ME.d.Mas fractal dimn 为,免耕林地土壤的Dm大于常规耕作的菜地土壤。 sion and some elected physical pperties of cotrastirg 强侵蚀裸地土壤的D大于草地土壤,因而前者的 edimmnts of Mexico.Soil Tillz Rearch.2000.55 B-61 土壤结构表现得更为紧实。 [11]Velde B.Sudace cracking and apgregte fomation dbserved in D.定量描述了土壤孔隙轮廊边界的粗糙度和 Rendzna soil.LaTouche (Viemne)Farce.Goxemm.2001.99: 261-276 曲折程度。孔隙边缘越粗糙、形状越不规则.D,越 12]Oleschko K.Brambila F.Aceff F.et a.From fradal amlsis alore 大但不表征孔隙轮廓大小和总体形状。土壤中各 a lne to fractals on the plane.Soil Tillge Research.1998.45 孔隙的D,分布表现为正态分布形式。土壤不同利 389.406 用方式对D.分布有一定影响.总体上表现为,菜地 [B3]Oledko K.Ddese ntiinle and sistinad fracta2 lrifin 耕作土壤的D卿大于免耕林地土壤,强侵蚀裸地士 247257 壤的DP大于草地土壤,因而前者的孔隙边缘相比 [14] 较为粗糙和不规则 1998 47 61- 参考文献 样木分形几每结征的图分 [1]Kaz AJ.Thmpon A H.Fractal 壤学报.206.421):242 o F.XuS H.Li 135~1328 05 116 [2]Tylr W.Wheaterd W.Appicnion df fmdal mathmatics to 第飞徐辉刘建立士图像孔腺轮线分形特征及其 soil water retertion estimt imn.Soil Science Socicty of America hur 应用.农业工程学报.20521(7):6-10G F.XuSH Lu JL.Chra ml198.53987996 3]Tyler W.Wheatcrat S W.Fractal procee in soil water reter i.Waer Reoures Reeach.1990.2:1047~1054 a1 rginering,2005.21(7):6x10 117 (4]Ricu M.Sposio C.Fractal fngnertation,sil poesity.md olw Dake A.Ens S.Niemeyer J.et d.The surfae fratal dinersio er pprties:I.Thay,Ⅱ.Applicti压.Sil Scimee Society of merica Journal.99.55:1231-1248 20L.10323-229 18]OgawaS,Baveye P.Boat C W.et d.Surface fractal churacteris [5]Kncherko A.Zhag R.Eatimating the soil water rtetion fom narticle size distrbation:A fractal approoch.Soil Seinee,1998. tics d pefemntial fw pattems in fiekd soil:Eraltina f mepc*ing Geodem.19.88:10B-36 16③:171-19 [6]Tyler S W.Whealeraft S W.Fmactal scaling of soil patide si dis [I9李德成,Vel:B.Dekrw JF,等.免耕制度下耕作土境结构 演化数字图像分析.土填学报20m2.39(2:24220iD trbuion analysis and limitations.Soil Science Socicty of America uml.192,4:362.30 C.Velde B.Delerue J F,et al.Imge analysis of devebpmert df altivated soil sructures undt nortillaee sstem In Chinee).Ada 「7】张季如.朱瑞废.祝文化.用粒径的数量分布表征的土壤分 Sinic 200.39:214-220 形特征.水利学报104354:67-71,月.h5JR, RC.Zhu WH.Fractal featuns of soik charaterind by grain si I3 徐阳新,康雁。陈旭.等译。KBH.分形漫步.沈阳:东北 大学出版社.1994578580.XuYX.KngY.ChmX4d trans.Kaye BH.A Random Walk Throh Fractal Dimensions In 4:67-1.79 Chinese).Sheryag:Norteatem Universty Prss.1994.578- [8 And-con A N.MeBratney A B FitPatrick EA.Soilma 50 [2)盛,谢式千.潘承.:率论与数理统计.第二版。北京 高等教有出版社.99.222-224Sh1.Xe [9 元图像分析及其影响因素研究 20m2.3349 19e.2224 C 1994-2011 China Academic Journal Electronic Publishing House.All rights reserved.http://www.cnki.net 容重的减小而降低, 随小孔隙的增多而增大, 随孔隙 度的增大而降低, 并与土壤容重和孔隙度存在着较 为显著的直线回归关系。土壤在不同利用方式、耕 作制度和侵蚀条件下的 D m存在差异, 总体上表现 为, 免耕林地土壤的 D m大于常规耕作的菜地土壤, 强侵蚀裸地土壤的 D m大于草地土壤, 因而前者的 土壤结构表现得更为紧实。 Ds定量描述了土壤孔隙轮廓边界的粗糙度和 曲折程度。孔隙边缘越粗糙、形状越不规则, Ds越 大, 但不表征孔隙轮廓大小和总体形状。土壤中各 孔隙的 Ds分布表现为正态分布形式。土壤不同利 用方式对 Ds分布有一定影响, 总体上表现为, 菜地 耕作土壤的 D top s 大于免耕林地土壤, 强侵蚀裸地土 壤的 D to p s 大于草地土壤, 因而前者的孔隙边缘相比 较为粗糙和不规则。 参 考 文 献 [ 1 ] Katz A J, Thompson A H. Fractal sandstone pores: Implications for conductivity and pore formation. Physical Review Letters, 1985, 54: 1 325~ 1 328 [ 2 ] Tyler S W, Wheat craft S W. Application of fract al mathematics to soil wat er retention estimation. Soil Science Society of America Jour nal, 1989, 53: 987~ 996 [ 3 ] Tyler S W, Wheatcraft S W. Fractal processes in soil water reten tion. Water Resources Research, 1990, 26: 1 047~ 1 054 [ 4 ] Rieu M, Sposito G. Fractal fragmentation, soil porosity, and soilwa ter properties: ∃ .Theory, %. Applications. Soil Science Society of America Journal, 1991, 55: 1 231~ 1 248 [ 5 ] Kravchenko A, Zhang R. Estimating the soil wat er ret ention from particlesize distribution: A fractal approach. Soil Science, 1998, 163: 171~ 179 [ 6 ] Tyler S W, Wheatcraft S W. Fractal scaling of soil particlesize dis tributions analysis and limitations. Soil Science Society of America Journal, 1992, 56: 362~ 369 [ 7 ] 张季如, 朱瑞赓, 祝文化. 用粒径的数量分布表征的土壤分 形特征. 水利学报, 2004, 35( 4) : 67~ 71, 79. Zhang J R, Zhu R G, Zhu W H. Fractal features of soils characterized by grain size distribution ( In Chinese) . Journal of Hydraulic Engineering, 2004, 35( 4) : 67~ 71, 79 [ 8 ] Anderson A N, McBratney A B, FitzPatrick E A. Soil mass, sur face, and spectral fractal dimensions estimated from thin section pho tographs. Soil Science Society of America Journal, 1996, 60: 962~ 969 [ 9 ] 李德成, Velde B, Delerue J F, 等. 土壤孔隙质量分数维 D m二 元图像分析及其影响因素研究. 土壤通报, 2002, 33( 4) : 256~ 259. Li D C, Velde B, Delerue J F, et al. Analysis of mass fractal dimension D m of pore structure in soil and influencing factor ( In Chinese) . Chinese Journal of Soil Science, 2002, 33 ( 4) : 256~ 259 [ 10] Oleschko K B, Figueroa S, Miranda M E, et al. Mass fractal dimen sion and some selected physical properties of contrasting soils and sediments of Mexico. Soil & Tillage Research, 2000, 55: 43~ 61 [ 11 ] Velde B. Surf ace cracking and aggregate formation observed in a Rendzina soil, La Touche (Vienne) France. Geoderma, 2001, 99: 261~ 276 [ 12] Oleschko K, Brambila F, Aceff F, et al. From fract al analysis along a line to fractals on the plane. Soil & Tillage Research, 1998, 45: 389~ 406 [ 13] Oleschko K. Delesse principle and statistical fractal sets: 2. Unified fractal model for soil porosit y. Soil & Tillage Research, 1999, 52: 247~ 257 [ 14] Lipiec J, Hatano R, SlowiskaJurkiewicz A. The fractal dimension of pore distribution patterns in variouslycompacted soil. Soil & Tillage Research, 1998, 47: 61~ 66 [ 15] 郭飞, 徐邵辉, 刘建立. 土壤样本分形几何特征的图像分析 方法. 土壤学报, 2005, 42(1) : 24~ 28. Guo F, Xu S H, Liu J L. On fractal geometry charact eristics of soil sample image ( In Chi nese) . Acta Pedologica Sinica, 2005, 42( 1) : 24~ 28 [ 16] 郭飞, 徐邵辉, 刘建立. 土壤图像孔隙轮廓线分形特征及其 应用. 农业工程学报, 2005, 21( 7) : 6~ 10. Guo F, Xu S H, Liu J L. Charact eristics of pore profile fractal dimension of soil im ages and its application ( In Chinese) . Transactions of the Chinese Society of Agricultural Engineering , 2005, 21( 7) : 6~ 10 [ 17] Dathe A, Eins S , Niemeyer J, et al. The surface fractal dimension of the soilpore interf ace as measured by image analysis. Geoderma, 2001, 103: 203~ 229 [ 18] Ogawa S, Baveye P, Boast C W, et al . Surface fractal charact eris tics of preferential flow patterns in field soils: Evaluation and effect of image processing. Geoderma, 1999, 88: 109~ 136 [19] 李德成, Velde B, Delerue J F, 等. 免耕制度下耕作土壤结构 演化数字图像分析. 土壤学报, 2002, 39( 2) : 214~ 220. Li D C, Velde B, Delerue J F, et al. Image analysis of development of cultivated soil structures under nontillage system ( In Chinese). Act a Pedologica Sinica, 2002, 39( 2) : 214~ 220 [ 20] 徐阳新, 康雁, 陈旭, 等译. Kaye B H. 分形漫步. 沈阳: 东北 大学出版社, 1994. 578~ 580. Xu Y X, Kang Y, Chen X, et al. trans. Kaye B H. A Random Walk Through Fractal Dimensions ( In Chinese) . Shenyang: Northeast ern University Press, 1994. 578 ~ 580 [ 21] 盛骤, 谢式千, 潘承毅. 概率论与数理统计. 第二版. 北京: 高等教育出版社, 1989. 222~ 224. Sheng J, Xie SQ, Pan C Y. Probability Theory and Mathematical St atistics ( In Chinese) . 2nd Ed. Beijing: Higher Education Press, 1989. 222~ 224 214 土 壤 学 报 45 卷
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