Relationship between Volume and Moisture Content of Soils Behavior of soil in the field of centrifugal force (I)
The change in volume and moisture content of soils in the field of centrifugal force, where soils are subject to actions of dehydration and loading at the same time, are discussed compared with the change obtained by two methods: airdrying (or “non-loading method”) and standard consolida tion test,...
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Published in | Transactions of The Japanese Society of Irrigation, Drainage and Reclamation Engineering Vol. 1988; no. 138; pp. 37 - 44,a1 |
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Language | Japanese |
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The Japanese Society of Irrigation, Drainage and Rural Engineering
25.12.1988
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Abstract | The change in volume and moisture content of soils in the field of centrifugal force, where soils are subject to actions of dehydration and loading at the same time, are discussed compared with the change obtained by two methods: airdrying (or “non-loading method”) and standard consolida tion test, for five kinds of clayey soils with different conditions of their geneses, and for the parts of soil sample far from free-water table in the centrifugal tube. The relationship between volume and moisture content of soils was classified into three types (I, II, and III). The types I, III, and II show no volume change (ΔV=0) with change in moisture content, the same quantity in change of volume as that of moisture content (ΔV=ΔV), and intermediate in behavior between I and III (ΔV<ΔVw), respectively. Type II or III appeared in the moisture range from saturation to about pF 4. 2 for the five claye clayey samples made of disturbed soils in the field of centrifugal force. However, type I appeared in a range of low centrifugal force, where the soils was high in moisture content, for compacted soils still having well developed structure. The relationship between volume and moisture content changed in strength of the actions and rigidity in soil matrix and fabric of the sample. The relationship between volume and moisture content was dependent on the distance from boundary (reference surface) for the sample with 5 cm length in centrifugal tube. The upper parts of sample in the tube, which were nearer to center of rotation, had the type II. That type were similar to that by non-loading method (suction and pressure plate methods, etc.). The lower parts of sample had the type III. That type were similar to that by consolidation test for the saturated sample. The two types of the relation correspond to two fundamental mechanisms, which determines state in volume and moisture content in case of soils subject to actions of dehydration and/or loading. Rigidity of soil structure and formation of meniscus respond to the actions, which corresponds to type I. Access of soil particles to each other responds to the actions, which corresponds to type III. Type II is the mixture of two mechanisms. It is pointed out that states in volume and moisture content of soil resulted from behavoir of soilbased on the two mechanisms. The responding mechanisms are so as simultaneously to adjust a mechanical balance in soil system and a potential balance of soil water under the actions of dehydration and loading. This way of thinking can give the state a comprehensive explanation. |
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AbstractList | The change in volume and moisture content of soils in the field of centrifugal force, where soils are subject to actions of dehydration and loading at the same time, are discussed compared with the change obtained by two methods: airdrying (or “non-loading method”) and standard consolida tion test, for five kinds of clayey soils with different conditions of their geneses, and for the parts of soil sample far from free-water table in the centrifugal tube. The relationship between volume and moisture content of soils was classified into three types (I, II, and III). The types I, III, and II show no volume change (ΔV=0) with change in moisture content, the same quantity in change of volume as that of moisture content (ΔV=ΔV), and intermediate in behavior between I and III (ΔV<ΔVw), respectively. Type II or III appeared in the moisture range from saturation to about pF 4. 2 for the five claye clayey samples made of disturbed soils in the field of centrifugal force. However, type I appeared in a range of low centrifugal force, where the soils was high in moisture content, for compacted soils still having well developed structure. The relationship between volume and moisture content changed in strength of the actions and rigidity in soil matrix and fabric of the sample. The relationship between volume and moisture content was dependent on the distance from boundary (reference surface) for the sample with 5 cm length in centrifugal tube. The upper parts of sample in the tube, which were nearer to center of rotation, had the type II. That type were similar to that by non-loading method (suction and pressure plate methods, etc.). The lower parts of sample had the type III. That type were similar to that by consolidation test for the saturated sample. The two types of the relation correspond to two fundamental mechanisms, which determines state in volume and moisture content in case of soils subject to actions of dehydration and/or loading. Rigidity of soil structure and formation of meniscus respond to the actions, which corresponds to type I. Access of soil particles to each other responds to the actions, which corresponds to type III. Type II is the mixture of two mechanisms. It is pointed out that states in volume and moisture content of soil resulted from behavoir of soilbased on the two mechanisms. The responding mechanisms are so as simultaneously to adjust a mechanical balance in soil system and a potential balance of soil water under the actions of dehydration and loading. This way of thinking can give the state a comprehensive explanation. |
Author | SAKURAI, Yuji SATOH, Koichi |
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References | 11) 中村忠春: pF測定法について, 研究の資料と記録, 16, pp.24-34 (1967 19) Derjaguin, B. V. and Obukhov, E. V.: Koll. Zhurn.(russ.) 1,385, 1935; Acta. Phys. Him., U. R. S. S., 5, 1, 1936; Nerpin, S. V. and Derjaguin, B. V.: The Investigation of Mechanical and Hydrological Properties of Soils Based of Surface Tension Forces Consideration, Proc. Conf. Soil Mech., pp.275-279 (1961 15) 塩沢昌・中野政詩・石田朋靖: 遠心法における試料の圧縮の影響に関する理論的解析, 農土論集121, pp.29-37 (1986 4) Briggs, L. J. and McLane, J. W.: The Moisture Equivalents of Soils., U. S. Depart. Agri, Bure. Soils, Bull. 45, pp.1-23 (1907 8) 三笠正人ら: 遠心力を利用した土構造物の模型実験土と基礎, 28 (5), pp.15-23 (1980 16) 三野徹・西垣誠・赤江剛夫: pFの原理と応用, 10不飽和土および軟らかい土の力学的性質とpF, 土と基礎, 35 (7), pp.67-73 (1987 3) 池田勝一: コロイド化学, 裳華房, pp.54-61 (1986 12) 寺沢四郎: 土壌物理性測定法, 養賢堂, pp.150-154 (1972 17) 櫻井雄二・佐藤晃一: 遠心力場内での土壌の脱水挙動, 農土誌, 55 (9), pp.17-22 (1987 5) 冨士岡義一・西出勤: 煙地用水量決定の合理化に関する研究 (II)-水分当量について-, 農土論集12, pp.20-24 (1965 13) 軽部重太郎: 遠心法pF-水分測定における圧縮の影響, 土壌の物理性31, pp.14-20 (1975 2) Mubarak, A. and Olsen, R. A.: Immiscible Displacement of the Soil Solution by Centrifugation., Soil Sci. Soc. Amer. Jour., 40 (2), P13.329-331 (1976 1) 山崎慎一・木下彰: 100ml容採土管を用いての遠心法による土壌溶液の採取, 日土肥誌, 40 (7), p.301 (1969 6) Russell, M. B. and Richards, L. A.: The Determination of Soil Moisture Energy Relations by Centrifugation Soil Sci. Soc. Amer. Proc., 3, pp.65-69 (1938 9) Alemi, M. H. et al.: Determining the Hydraulic Conductivity of Soil Cores by Centrifugation, Soil Sci, Soc. Amer. Jour., 40 (2), pp.212-218 (1976 10) 前田隆・相馬甦之: 有機質火山灰土 (クロボク) の水分特性・農土論集84, pp.61-67 (1979 20) Buckingham, E.: Studies on the Movement of Soil Moisture., U. S. Depart. Agri. Bure. Soils, Bull. 38 (1907 14) Towner, G.D.: The Application of the Overburden Potential Theory to Swelling Soils., Water Res. Res., 12 (6), pp.1313-1314 (1976 18) 佐藤晃一: 重粘土の物理性に関する研究-粘土の収縮挙動について (1)-, 農土論集24, pp.31-36 (1968 7) 岩田進午: 遠心溝によるpFの測定について, 日土肥誌, 39, pp.177-178 (1968 |
References_xml | – reference: 15) 塩沢昌・中野政詩・石田朋靖: 遠心法における試料の圧縮の影響に関する理論的解析, 農土論集121, pp.29-37 (1986) – reference: 17) 櫻井雄二・佐藤晃一: 遠心力場内での土壌の脱水挙動, 農土誌, 55 (9), pp.17-22 (1987) – reference: 5) 冨士岡義一・西出勤: 煙地用水量決定の合理化に関する研究 (II)-水分当量について-, 農土論集12, pp.20-24 (1965) – reference: 18) 佐藤晃一: 重粘土の物理性に関する研究-粘土の収縮挙動について (1)-, 農土論集24, pp.31-36 (1968) – reference: 12) 寺沢四郎: 土壌物理性測定法, 養賢堂, pp.150-154 (1972) – reference: 1) 山崎慎一・木下彰: 100ml容採土管を用いての遠心法による土壌溶液の採取, 日土肥誌, 40 (7), p.301 (1969) – reference: 6) Russell, M. B. and Richards, L. A.: The Determination of Soil Moisture Energy Relations by Centrifugation Soil Sci. Soc. Amer. Proc., 3, pp.65-69 (1938) – reference: 8) 三笠正人ら: 遠心力を利用した土構造物の模型実験土と基礎, 28 (5), pp.15-23 (1980) – reference: 2) Mubarak, A. and Olsen, R. A.: Immiscible Displacement of the Soil Solution by Centrifugation., Soil Sci. Soc. Amer. Jour., 40 (2), P13.329-331 (1976) – reference: 4) Briggs, L. J. and McLane, J. W.: The Moisture Equivalents of Soils., U. S. Depart. Agri, Bure. Soils, Bull. 45, pp.1-23 (1907) – reference: 11) 中村忠春: pF測定法について, 研究の資料と記録, 16, pp.24-34 (1967) – reference: 13) 軽部重太郎: 遠心法pF-水分測定における圧縮の影響, 土壌の物理性31, pp.14-20 (1975) – reference: 3) 池田勝一: コロイド化学, 裳華房, pp.54-61 (1986) – reference: 16) 三野徹・西垣誠・赤江剛夫: pFの原理と応用, 10不飽和土および軟らかい土の力学的性質とpF, 土と基礎, 35 (7), pp.67-73 (1987) – reference: 19) Derjaguin, B. V. and Obukhov, E. V.: Koll. Zhurn.(russ.) 1,385, 1935; Acta. Phys. Him., U. R. S. S., 5, 1, 1936; Nerpin, S. V. and Derjaguin, B. V.: The Investigation of Mechanical and Hydrological Properties of Soils Based of Surface Tension Forces Consideration, Proc. Conf. Soil Mech., pp.275-279 (1961) – reference: 7) 岩田進午: 遠心溝によるpFの測定について, 日土肥誌, 39, pp.177-178 (1968) – reference: 9) Alemi, M. H. et al.: Determining the Hydraulic Conductivity of Soil Cores by Centrifugation, Soil Sci, Soc. Amer. Jour., 40 (2), pp.212-218 (1976) – reference: 14) Towner, G.D.: The Application of the Overburden Potential Theory to Swelling Soils., Water Res. Res., 12 (6), pp.1313-1314 (1976) – reference: 10) 前田隆・相馬甦之: 有機質火山灰土 (クロボク) の水分特性・農土論集84, pp.61-67 (1979) – reference: 20) Buckingham, E.: Studies on the Movement of Soil Moisture., U. S. Depart. Agri. Bure. Soils, Bull. 38 (1907) |
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Subtitle | Behavior of soil in the field of centrifugal force (I) |
Title | Relationship between Volume and Moisture Content of Soils |
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