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1997 | 07 |

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Geometria fazy stalej i przestrzeni porow w rolniczych osrodkach granularnych na przykladzie gleby mineralnej

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EN
Solid phase and pore space geometry of agriculture granular materials for example mineral soils

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PL

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EN
The physical properties of granular loose materials depend on their internal structure, which can he regarded as the geometry of solid particles in spacc. The purpose of thise paper is to find the method for solid phase reconstruction of the granular medium and then to describe a created structure of pores and solid particles. Packing simulation procedure has been elaborated lo find ihe geometry of a virtual solid grain body. The particle shape has been approximated by means of a sphere. The grain size distribution converted to the number proportions in the classes and the porosity of the investigated body are the input data. The representative volume and the disordered character of the virtual structure have been examined via 3D- and 2D porosities analysis. It was found that the packing procedure can create the structures of such grain size distributions where the ratio of left and right diameter limits is < 30. The above limitations follow from the software (Pascal) and hardware (486 and Pentium) used for the investigation. The concept of a single 2D- and 3D- pores has been proposed. The single 3D-pore is a part of spacc limited by 4 particle surfaces and 4 nceks., while 2D-one is determined by 3-cross-sectioned particles and 3 necks. Such tesselation allowed to divide the medium space (or area) on a set of tetrahedrons (or triangles) which fill this space coherently. Bach tetrahedron (triangle) contains one 3D- (or 2D-) pore. It was found that maximum contact number of the particle in monosize grain medium can be described by a square function where the argument is the ratio of the radii of both: the investigated and the monosize particlcs. The knowledge of the parameters and connectivity of the pores in the network allowed for the determination of the moisture retention curve for some sands and sandy loam body. Several approaches have been presented which differ from each other by dimension of the body (2D and 3D), mechanism of the pore drainage (independent of the slate of the neighbours or dependent on it), type of the formula for neck radius determination. The best correlations with the experiment data were found for 2D where the drying of the pore has been assumed to be independent of the state of the neighbour pores and when the lens water is taken into consideration. It was suggested that moisture retention is dependent on the geometry of sample used for the measurement. The comparison of the compatible 2D and 3D pore estimators distributions shows that they are not equal: the 2D- is wider than 3D, The stereological interpretation of the notieed differenecs explaining this relation was proposed. Key words: grain size distribution, packing simulation, grain mierostuclure, pore modeling, pore size distribution, stereology, moisture retention.

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Tom

07

Opis fizyczny

ss.80,tab.,rys.,bibliogr.

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Bibliografia

  • 1. Allen T.: Particle size measurement. London, Chapman and Hall. 1975.
  • 2. Arya J.. M., Dierltof T. S.: Predicting soil moisture characteristics from particle-size distributions: an improved method iti calculate pore radii from particle radii. Proc. of Int. Workshop for Estimating the Hydraulic Properties of Unsaturated Soil, Riverside, California, USDA, ARS 1989
  • 3. Arya. I M., Paris J. F.: A physicoempiric.al model to predict the soil moisture from particle size distrobution and bulk density data. Soil. Sti. Soc.. Am. J. vol, , 45.
  • 4. Bayramilli H., Ven van de G. M., Mason S. G.: Tertslometric studies on wetting I. Some effects of surface roughness (theoretical). Can. J. of Chemistry. 59. 1981.
  • 5. Bloemen G. W.: Calculation of Hydraulic conductivities of soils from texture and organic matter content. Z. Pflanzenemaelir. Bodcnkd. 14:1 1980.
  • 6. Bodziony J,: On the relationship between basic stereological chrarteristics. Stercol. lugosl. 3. 1981.
  • 7. Boerdijk A. 11.: Some remarkes i:oncerning close-packing of equal spheres. Philips Res. Rep. 7. 19S2.
  • 8. Brewer R. Fabric and Mine nil analysis of soil. Kreger. N-Y. 1976.
  • 9. Buabid R., Nater E. A,, Barak P.: Measurement of pore Size distribytlon in a Lamellar Bt horizon using ppifluorosceniy mikroscopy and image analysis. Ceo derma, 1992.
  • 10. Cast C. M.: Physical principles of flow in unsaturated porous media. Oxford Univ. Press. New York. 1994.
  • 11. Chatzis I., Dullien K. A. L.: Modelling pore structure by 2-O and 3-D networks with application to sandstones. J. Canad. Petrol. Technology I. 1977.
  • 12. Chretin J.: Role till squelette dans l'organisation des sols. INRA, Paris 1986
  • 13. Czachor II.: Hssais sur tnodele de l'influence, d'hydrophoblsation de surface, el de geometrie de la phase soltde du ill I lie 11 poreux sur la tension capillaire. ZPPNR z. 312. 1986.
  • 14. Czachor H.: Granulometric distribution and soil porosity- ZPPNR. 388. 1990.
  • 15. Czachor H.: Laplace's pressure in noncylindical capillary tubes. ZPPNR. 281. 1982.
  • 16. Czachor H.: Modeling of capillary phenomena in soil ZPPNR. 304. 1985.
  • 17. Czachor H., Glic A.: 2D- versus 3D- pore size distributions- Equal or different. Proceedings of International Conference on the Quantitative Description of Materials Microstructure - QMal -97. Warsaw 1997.
  • 18. Czachor H., Guennclon R„ Gros R.: base de la modelisation d'an espace poral des mileux formes des particules. Maleriały 3 Konferncji ISTVS Off the mad vehicles and machinery in agriculture, earthwork and forestry. Warszawa I986
  • 19.. Czachor H , Konstankiwicz K.: Simulating particle packing for soil porosity investigations. Intern Agrophysics. 9. 1995.
  • 20. Debbas S., Rumpf H.: On the randomness of beds packet with spheres or irregular shaped ¡¡articles. ChemEng Sei 21. 1966.
  • 21. Dobrzański B., Zawadzki S.: Gleboznawstwo. PWRiL. Warszawa 1995.
  • 22. Dullien F. A. L.: Porous Media. Fluid transport and pore structure. Academic Press, Inc. 1992.
  • 23.Eggelston J. R., Peirce J. J,: Dynamie programing analysis of pore space Europ. J. Soil. Sci 46. 4. 1995.
  • 24.Elonen P.: Particle-site analysis o fsoil. Sou men Maataloustieteellisen Sen ran Julkaisuja, Acta Agraria Fennica. 122. 1971.
  • 25.Everett D, H.: Some thermodynamic aspects of wetting and adhesion. Pure an J Appl, Chem. 52. 1980.
  • 26.Ewing R. P.; A study of surface seating using network modelling; and image analysis. I'raca doktorska wykonana na Wydz. Rolniczym University of Minnesota 1992.
  • 27.Fatt I.: The network model of porous media, i. Capillary p res sure characteristic. Petroleum Transc. AI ME. v. 207. 1956.
  • 28.Fatt I.: The network, model of porous media. U Dynamic properties of a single size tube network. Petroleum Transc. v. 207. 1956
  • 29.Fatt I.: The network model of porous media. HI. Dynamic properties of network with tube radius distribution, Petrolem Transc. A1ME. v. 207. 1956.
  • 30.Fies J. C.: Analysis of textural porosity relative to skeleton particle size, using mercury porosimetry. Soil Sei Soc. Amer J, v, 56. no. 4. 1992.
  • 31.Finnay J. L.: Mode it mi; of liquid and amorhous solids. Inter. Center Tor Theoretical Physics, Spring Collage on Amorphous solids. Triest 1982.
  • 32. Finnay J. L.: Random packings and structures of simples liquids. The geometry of random close parking. Proc. Roy. Soc. London. A. 319. 1970.
  • 33. Finney J. L.: Random packing and the structure of simple liquids, ii. The molecular geometry of simple liquids. Proc. Roy. Soc. Lond. A. 319. 1970
  • 34. Finnay J. L., Wallace J.: fntersaction correlation function: new sensitive characterisation ofnoncristatine packed structure. J. Noil-cristaline Solid. 49. 1981
  • 35. Fogelholm R.: The conductivity of large percolation network samples. J. Phys. C; Solid St. Physics. 13. 1980.
  • 36. Genuchten van M.Th., I.eij F. J.; On estimating the hydraulic properties of unsaturated soils. Proceeding poi the international Workshop on Indirect Methods for eslimatmg the hydraulic properties of unasryrated soils. Riverside CA, U. S Salinity Laboratory. 1989.
  • 37. Genuchten van R : Calculating the atinsaturated hydraulic conductivity with a new closed-form analiticid model. Res. Report No 7K-WR-08, Waler Resources Program, Department of Civil Egineering, Princton University, Princton, New Jersey 1978.
  • 38. Globus A. S.: Ekspierimientalna gidrofizika poczw. Nauka, Leningrad. 1968.
  • 39. Gołębiewski C., Luczywek E., Walicki E.: Zbiór zadań z mechaniki płynów. PWN, Warszawa, 1975.
  • 40. Govindarao V. M. H.: location of particles in the wall region of a randomly packed bed of spheres. 1. Soil. Sci. 39. 1988.
  • 41. Govindarao V. M. II.: Voidage profile in packed beds by multi-channel model: effect of curvature of the channels. Chem. Eng. Sci. Eng. 45, 1, 1990.
  • 42. Gupta S. C„ Larson W. E.: .4 model for predicring packing density of soils using particle size distribution. Soil Sci. Soe. Amer. Journal 45. 1979.
  • 43. Gupta S. C., Larson W. E.: Estimating soil water characteristics from particle size distribution, organic percent, and balk density. Soil Waler Res. 15. 6. 1979.
  • 44. Haughey D. P., Beveridge G. S.: Local vidage variation in a randomly packed beds of equals-sized spheres. Chem, Eng. Sci. 21, 1966.
  • 45 Haverkamp R., Vaudin M.: A eomperalive study of three forms of the Richard's equation uset for predicting one-dimensional infiltration in unsaturatet soil Soil Sci. Soc Amer. Journal 1.45 1981.
  • 46. Heines W. B.: Studies in the physical properties of soils. V. The hysteresis effect in capillary properties and the modes of moisture distribution associated therewith. J. Agric.. Sci. 20. 1930.
  • 47. Hillel D.: Introduction to soil physics. Academic press. 1982.
  • 48. Horgan G, W., Ball B C.: Simulating diffusion in a Boolean model of soil pores. European J. Soil Sci. 45, 1994.
  • 49.lwata S., Tabuchi T., Warkentm B. P.; Sail- wa terinte ra c lions Mechanisms and applications. M. Dekkei, Inc. N-Y Bassel. 198S.
  • 50.Kok L. P.: 100 problems of my wife and their solution in theoretical siereology. Coulomh Press Leyden Leiden 1990.
  • 51.Kowalik P., Zaradny H : Kuch wody glebowej. Archiwum Hydrotechniki. XVII. 4. 1970.
  • 52.Kutilek M.; Vliv Jilovyvh minertdu no retenou krivky vlhosti. Vodohospodarski Cas. XVII], 6, 1970.
  • 53.Latey J.: The study of soil Structure: Science and Art. Aust. J. Soil Res. 29. 1991.
  • 54.Lorz. U., Ohser J.: Course Stochastic Geometry. Freiberg University of Mining and Technology. Slasky dvur 1993,
  • 55.Mason G.: De.saturation of parous media I Unconsolidated Materials. J. Colloid and interface Sci. 2. 41. 1972.
  • 56.Mason G., Mellor D W.: Analysts of the percolation properties oj a real porous material Studies in surface science and catalysis. 62. 1991.
  • 57.Metha A.: The physics of powders, in Correlation and connectivity. Kluwer Acad. Puhl. 1990,
  • 58..Mualem Y.: A new model for predicting the hudrauhc conductivity of unsaturated porous media. Water Resource Research. 12. 3. 1976.
  • 59.Mualem Y.; Hydraulic conductivity of unsaturated porous media. Generalized Macroscopic Approach. Water Res. Reserch v. 14.2.1978.
  • 60.Okabe A., Boots B., Sugihara K.: Spatild tesselation. Concept and application of Voronoi diagrams. J. Wiley&Sons. Chichester. N-Y. Brisbane. Singapore. 1992.
  • 61.Panayiotopoulos R. Packing of sands - A review. Soil and Tillage research 13. 1988.
  • 62.Perrier E.: A simulator to generate virtual soil structure and to investigate their hydraulic behaviour. I MACS Proc. Bruxelle, 1995.
  • 63.Perrier F„: Structure geometrique etfanctionnenient hydrique des sols. Simulation cxplarotoires. Praca doktorska na Universytecie Pierre et Marie Curie. Paris VI. 1994.
  • 64.Puckett W. E„ Dane J. H., Hajek U. P.; Physical and mioneralogicai data to determine soil hydraulic properties. Soil Sci. Soc. Amer. J- v. 49. 1985,
  • 65.Pukos A. Odształcenia gleby w zależności od rozkladów porów i cząstek fazy stałej. Prob. Agrofizyki, 61. 1991.
  • 66.Ridgway K., Tarbuck K. J.: Voidage floculations in a randomly-packed beds of spheres djacent to containing wall. Cheni. Eng Sci. 23. 1989.
  • 67.Ringrose-Voaso A, J,: Micromorphology of soil structure: Description, quantification, Application. Aust. J. Soil Res. 29. 1991.
  • 68.Roblee L. IT S., Baird K. M., Tieme J. W.: Radial porosity variations in packed beds. A. I. Ch. E. J. 4. 4. 1958,
  • 69. Rode A. A.: Osnowy uczenija o poczwiennoj włągie. t. 1. Osnownyje cwojstwa poczw i pierdwizenie poczwiennoj wfagi. Gidromel Izdat Leningrad 1965.
  • 70. Russ J. C : Practical Steroltigy. Plenum Press. N-Y London. 1986.
  • 71. Rząsa S., Owczarzak W,: Modelling of soil structure and examination methods of water resistance, capillary rise and mechanical strenght of soil aggregates. Annals of Poznan Arie. Univ. 135. 1983.
  • 72. Scher H., Zallen R.: Critical density in percolation processes. J. Chein. Phys. 53. 1970.
  • 73. Smith W. O., Poole P. D , Busang P G Capillary rise, in sand of uniform spherical grains, v. 1 Physics 1931.
  • 74. Snyder V. A.; Mechanical equilibrium in externally lauded unsaturated granular similar media Soil Sci. Soc. Amer. Proc. 51. 1987.
  • 75. Sobczuk II A., Plagge R., Walczak R. T., Roth C. H.: Laboralory equipment and calculation procedure to rapidly determine hysteresis of some sail hydrophysical properties under nonsteady flow conditions. Z. Pflatizetienahr. Bodenk. 155. 1992.
  • 76. Staple W. J., The influence of size Distribution on the bulk density of uniformly packed Glass Particles. Soil Sci. Soc. Amer. Proc. 39. 1975.
  • 77.Stauffer D.: Percolation (statistical physics), w Introduction to percolation theory. Taylor, Francis. Philadelphia. 1985.
  • 78.Stewart 1.: How to succeed in slacking. New Scientist. 1777. 1991.
  • 79.Strzemski M.: Historia gleboznawstwa polskiego. PWRiL. Warszawa 1980.
  • 80.Taylor S. A., Asheroft G. L.: Physical edaphology. Freeman and Co. Sun Francisco. 1972.
  • 81.Villian J , Szeto K, Y„ Minchau B., Renz W.: Dense packings of hart spheres Proceedings of Warkshop Competing Interactions and Microstrunctures: Statics and Dynamics. Los Alamos. Springer. 1987,
  • 82. Walczak R.: Nowe aspekty metrologii agrofizycznej. Nauka Polska, 4. 1993.
  • 83. Warrington on G. E., Daddow R. I..; Feasibility study for a soil bulk density model. Raport Watershed System Development Group, Fort Collins, Colorado, 1981.
  • 84. White N. K, Simda D. K„ Duke H. li., Corey A. T.: Boundry effects in desiuration of porous media. Soil Sci. 113. 1. 1972.
  • 85.Witkowska-Walczak B. Fizyka z elementami agrofizyki. Materiały II Szkoły Letniej, Lublin 1991.
  • 86. Wu L., Vomocil J A., ChiIds S. W.: Pore size, particle size, Agreggate size and water retention Soil Sci. Soc. Am. J. vol. 54. pp. 952-956 (1990).
  • 87. Zallen R.: Fizyka ciał amorficznych. PWN, Warszawa 1994,
  • 88.Zasoński S : Studia mikromorfologiczne i chemiczne nad procesem płowienia gleb pyłowych. Rocz. Gleboznawcze, t. XXV. z. 3 1974,
  • 89.Zisman J. S.: Models of disorder. Cam. Univ. Press. 1979

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