Hostname: page-component-cd9895bd7-7cvxr Total loading time: 0 Render date: 2024-12-27T10:25:53.321Z Has data issue: false hasContentIssue false

Soil Moisture Tension Measurements: Theoretical Interpretation and Practical Application

Published online by Cambridge University Press:  01 January 2024

Paul R. Day*
Affiliation:
University of California, USA
Rights & Permissions [Opens in a new window]

Abstract

Core share and HTML view are not available for this content. However, as you have access to this content, a full PDF is available via the ‘Save PDF’ action button.

The tension phenomenon described herein occurs in a wide variety of porous materials, including sands, clays, agricultural soils and porous rocks. When some of the water is removed from a water-saturated porous system, the residual water evidently remains physically interconnected, judging from the fact that water can be transmitted through the system at reduced water content by suction.

The removal of water may result in contraction of the system, as in the case of clay, or in the entry of air, as in the case of sand. The liquid phase and the solid phase in contact with it comprise a closely linked force system. Equilibrium can be established between the system at reduced water content and a separate mass of water at reduced pressure through a porous membrane in contact with both.

The equilibrium tension required in the external water phase is considered an attribute of the moist, porous, system itself. From this point of view, the tension originates through the combined action of the internal forces of the system in a virtual displacement of water. It follows from this and from the principle of virtual work that the tension is numerically equal to the differential work done by the internal forces per unit volume of water absorbed.

The movement of water, under tension, through porous systems represents a special class of flow phenomena in which tensiometers or equivalent devices are required for measuring the hydraulic potential. Flow patterns can be determined in much the same way as in systems characterized by positive hydrostatic pressures, but special attention must be paid to the Darcy coefficient (the capillary conductivity) which varies with the tension.

The theoretical conditions for the equilibrium of water in the soil and for emergence from the soil have been developed in terms of the tension and certain applications have been indicated.

The phenomenon referred to in the soil science literature as moisture tension has been recognized for almost forty years and has been used as a means of explaining the absorption and movement of water in the soil. It is closely related to osmotic pressure but its mechanism cannot in general be identified with the traditional mechanisms of osmotic pressure. Moisture tension has been observed in wet clay soils and in other finely divided porous systems containing interstitial water, but the phenomenon is not confined to colloidal systems, since moist sand and moist porous rock, such as pumice, show similar effects.

Type
Article
Copyright
Copyright © The Clay Minerals Society 1954

References

Buckingham, E. (1907) Studies on the movement of soil moisture: U.S.D.A. Bur. Soils Bull., vol. 38.Google Scholar
Childs, E. C., and George, N. C. (Collis-George) (1948) Soil geometry and soil-water equilibria: Discussions of the Faraday Society, vol. 3., pp. 7885.CrossRefGoogle Scholar
Day, Paul R., and Luthin, James N. (1954) Sand-model experiments on the distribution of water-pressure under an unlined canal: Soil Sci. Soc. Amer. Proc., vol. 18, Part 2, pp. 133136.CrossRefGoogle Scholar
Gardner, W., Israelsen, O. W., Edlefsen, N. E., and Clyde, H. S. (1922) The capillary potential function and its relation to irrigation practice: Phys. Rev., vol. 20, p. 196.Google Scholar
Haines, W. B. (1930) Studies in the physical properties of soil. V. The hysteresis effect in capillary properties and the modes of moisture associated therewith: Jour. Agric. Sci., vol. 20, pp. 97116.CrossRefGoogle Scholar
Israelsen, O. W. (1927) The application of hydrodynamics to irrigation and drainage problems: Hilgardia, vol. 2, pp. 479528.CrossRefGoogle Scholar
Richards, L. A. (1940) A pressure membrane apparatus for soil solution: Soil Sci., vol. 51, pp. 377386.CrossRefGoogle Scholar
Richards, L. A. (1949) Methods of measuring soil moisture tension: Soil Sci., vol. 68, pp. 95112.CrossRefGoogle Scholar
Richards, L. A. (1950a) Experimental demonstration of the hydraulic criterion for zero flow of water in unsaturated soil: Int. Cong, of Soil Sci., Trans. Amsterdam, vol. I, pp. 6668.Google Scholar
Richards, L. A. (1950b) Laws of soil moisture: A.G.U. Trans., vol. 31, Part 5, pp. 750756.CrossRefGoogle Scholar
Richards, Sterling J., and Weeks, Leslie V. (1953) Capillary conductivity values from moisture yield and tension measurements on soil columns: Soil Sci. Soc. Amer. Proc., vol. 17, Part 3, pp. 206209.CrossRefGoogle Scholar
Versluys, J. (1917) Die kapillarität der boden: Int. Mitt. f. Bodenkunde, vol. 7, pp. 117140.Google Scholar