Chapter VI.

THE FILM WATER.

When a relatively small quantity of water is added to an absolutely

dry soil or other powdered solid, there is some shrinkage in the

apparent volume of the soil or powder. The water spreads over the

surfaces of the solid particles in a film, and a rise in temperature

shows that a noticeable energy change accompanies the formation of the

film.[27] With further increments of water the apparent volume of the

soil increases until a maximum is reached. The water content at which

this maximum volume of soil can be attained is a definite physical

characteristic for any given soil. What is popularly known as the

“optimum water content” corresponds to this critical content.[28] It

is the point at which further additions of water will not increase the

thickness of the moisture film on the soil grains, but will give free

water in the soil interstices. Just as the apparent volume of a given

mass of soil varies with the water content, and reaches a maximum at

a critical moisture content, so do all the physical properties vary

and have either a maximum or minimum value at this same critical

moisture content. Thus the apparent specific gravity of a soil reaches

a minimum, the force required to insert a penetrating tool becomes a

minimum, while the rate at which a soil warms up reaches a maximum,[29]

and the ease with which aeration takes place reaches a maximum. In

fine, this critical water content is that at which the soil can be

brought into the best possible physical condition for the growth of

crops. The practical significance of the optimum water content is far

greater than would be supposed from the attention given it hitherto

by students of the soil. It is the content of soil water which the

greenhouse man should strive to maintain, and which the irrigation

farmer should seek to provide, instead of the over-wetting so common to

the practice of both. In general farming it is that moisture content

at which the farmer will attain the best results in plowing and

cultivating, and attain these results most readily.

[27] See, in this connection, Energy changes accompanying absorption,

by Harrison E. Patten, Trans. Am. Electrochem. Soc., 11, 387-407,

(1907); see also the recent valuable research, Les dégagements de

chaleur qui se produisent an contact de la terre sèche et de l’eau,

par A. Muntz et H. Gaudechon, Ann. sci. agron. (3), 4, II, 393-443,

(1909), where it is shown that probably a part of the heat is due to

chemical combination between the water and the other soil components.

To quote, “Ces diverses observations nous conduisent à penser, sans

nous en donner toutefois la preuve absolute, que la fixation de l’eau

sur les éléments terreux très fins et sur les matériaux organisés, est

tout au moins, en partie, attribuable à une combinaison chimique qui se

manifeste non seulement par un fort dégagement de chaleur, mais aussi

par la soustraction de l’eau à des substances aux-quelles elle semble

chimiquement liée.”

[28] The moisture content and physical condition of soils, by Frank

K. Cameron and Francis E. Gallagher, Bull. No. 50, Bureau of Soils,

U. S. Dept. of Agriculture, 1908. See also Über physikalische

Bodenuntersuchung, von H. Rodewald, Schriften Naturwiss. Vereins

Schleswig-Holstein, 14, 397-399, (1909).

[29] Heat transference in soils, by Harrison E. Patten, Bull. No. 59,

Bureau of Soils, U. S. Dept. Agriculture, 1909.

With additions of water beyond the critical point, there is a presence

of free water in the soil interstices accompanied by important changes

in the soil structure. With continued additions, there is a more or

less rapid decrease in the apparent volume; there is a tendency for

the soil aggregates to break down and the “crumb structure” so greatly

desired by agriculturists is less and less readily obtained, and

working of the soil tends in some cases to produce that phenomenon

known as “puddling.” However desirable the property of puddling may

be to the potter or the brick maker, to the farmer it is a bane to be

avoided above all things. To overcome it requires his best skill, and

it usually takes several years of patient effort to restore a puddled

soil to good tilth.

The force with which the film water is held against the soil grains

has not been determined as yet with any degree of precision, but

it is certainly very great. If a soil be saturated, that is, if so

much water be added that further additions will cause a flow of free

water, and the soil be then submitted to some mechanical device for

abstracting the water, the moisture content of the soil can be readily

diminished to the critical water content; but to diminish it further

by mechanical means is not easy. The tenacity with which film water

is held by the soil grains has been shown in several ways. In one of

these, for instance, a semi-permeable membrane was precipitated in the

walls of a porous clay cell, which was then filled with sugar solution

having an osmotic pressure of about 35 atmospheres. When this cell was

buried in a soil having a moisture content above the optimum, water

flowed into the cell. On the contrary, when the cell was buried in

another sample of the same soil having a moisture content well below

the optimum, there was a marked flow of water from the cell. It would

appear, therefore, that the attraction between the soil grains and the

film-forming water was certainly greater than the solution pressure of

the sugar.[30] Again, by whirling wetted soils in a rapidly revolving

centrifuge,[31] fitted with a filtering device in the periphery,

and developing a force equivalent on the average to 3,000 times the

attraction of gravitation, the soils could not be reduced below the

critical water content. From the results of Lagergren,[32] Young,[33]

and Lord Rayleigh,[34] it appears that the force holding a very thin

moisture film on the soil grains would be of an order of magnitude from

6,000 to 25,000 atmospheres. This force, however, must greatly decrease

with thickening of the film, as is shown by the fact that at the

critical moisture content a small further addition of water produces

no marked heat manifestation, though making a noticeable difference in

the physical properties of the soil. Therefore, while recognizing that

our knowledge of this force still lacks a desirable precision, it is

nevertheless clear that the force is very great.

[30] The chemistry of the soil as related to crop production, by Milton

Whitney and Frank K. Cameron, Bull. No. 22, Bureau of Soils, U. S.

Dept. Agriculture, 1903, p. 54.

[31] The moisture equivalent of soils, by Lyman J. Briggs and John W.

McLane, Bull. No. 45, Bureau of Soils, U. S. Dept. Agriculture, 1907.

[32] Über die beim Benetzen fein verteilter Körper auftretende

Wärmetönung, von Lagergren, Bihang till K. sv. Vet.-Akad., Handl., 24,

Afd. II, No. 5, (1898).

[33] Hydrostatics and elementary hydrokinetics, George M. Minchin, p.

311, 1892.

[34] On the theory of surface forces, by Lord Rayleigh, Phil. Mag. (5),

30, 285-298, 456-475, (1890).

The function of the film water in maintaining the soil structure is

undoubtedly important. A soil in good tilth, or good condition for

crop growth, shows a peculiar structural arrangement of the individual

soil grains or soil particles, which it is very difficult to describe

in precise terms, but which is readily recognized in practice. This

condition is usually described as a “crumb structure,” either because

of its appearance or because of the peculiar crumbly feeling which

a soil in this condition gives when rubbed between the fingers. The

individual grains of soil are gathered into groups or floccules.

While other causes may be more or less operative in particular cases,

it seems very probable that the film water is primarily the agency

holding together the grains in these floccules. The obvious explanation

is that the film is exerting a holding power because of its surface

tension. It follows, therefore, that anything which affects the surface

tension of water should affect the structure of the soil; that is,

the flocculation or granulation of the particles. But certain agents

which produce respectively flocculation or deflocculation, nevertheless

modify the surface tension of the solution in the same direction, and

in not widely varying degree. Similar difficulties arise in attempting

to correlate “crumbing” phenomena with the viscosity of the film

water,[35] and it must be admitted frankly that present views on this

subject are very unsatisfactory, and that more careful investigation is

urgently needed on this fundamental and important problem. Not only is

the absence of a satisfactory theory embarrassing in considering the

problems of soil structure and a rational control, but the difficulties

are no less in the equally important problems of the movement of film

moisture, and the distribution of moisture in a soil.

[35] Equally unsuccessful is the attempt to correlate flocculating

agents with changes in the density of water. See, The condensation of

water by electrolytes, by F. K. Cameron and W. O. Robinson, Jour. Phys.

Chem., 14, 1-11, (1910).

The movement of moisture into a soil from an illimitable supply is a

comparatively simple phenomenon, controlled by a rate law which may be

expressed by the equation _yⁿ_ = _kt_ when _y_ is the distance through

which the movement has taken place; _t_ is the time, and _k_ and _n_

are characteristic constants for the particular soil and solution.[36]

This expression may be more readily recognized as a rate formula

when written _dy/at_ = A_yᵐ_, where A and _m_ are constants for the

particular system. The first form of the equation promises to be the

more useful. This formula also describes the rate of advance of a

dissolved substance into the soil.

Owing to irregularities in the soil column this equation is more

readily studied with capillary tubes or with such absorbents as

filter-paper or blotting paper. The following tables will, however,

give an idea as to its validity for soils.

ALLUVIAL SOIL, GILA RIVER.[37]

===============+====================+=================

Time,_t_ min. | Height,_y_ inches | _k_ (_n_ = 1.86)

---------------+--------------------+-----------------

2 | 1.5 | 1.05

5 | 2.4 | 1.02

10 | 3.6 | 1.08

15 | 4.3 | 1.01

30 | 6.3 | 1.05

60 | 9.2 | 1.07

---------------+--------------------+-----------------

DISTILLED WATER IN PENN. LOAM (_t_ = 21° C).

==========+==============+================

Time,_t_ | Height,_y_ | _k_

min. | cm. | (_n_ = 2.25)

----------+--------------+----------------

1 | 1.15 | 1.37

2 | 1.54 | 1.33

3 | 1.85 | 1.33

4 | 2.08 | 1.30

5 | 2.28 | 1.28

7 | 2.59 | 1.21

10 | 2.97 | 1.16

15 | 3.47 | 1.10

20 | 3.90 | 1.07

30 | 4.67 | 1.06

40 | 5.39 | 1.11

50 | 5.90 | 1.09

60 | 6.47 | 1.12

75 | 7.20 | 1.13

90 | 8.03 | 1.21

105 | 8.72 | 1.25

----------+--------------+----------------

[36] See Bull. No. =30=, Bureau of Soils, U. S. Dept. Agriculture, p.

50 _et seq._; also, The flow of liquids through capillary spaces, by J.

M. Bell and F. K. Cameron, Jour. Phys. Chem., =10=, 659, (1906); See

also, Wo. Ostwald, 2 Supplementheft Zeitschrift Kolloidchemie, 1908, 20.

[37] Computed from observations by Loughridge, Report Agr. Expt. Sta.,

University California, 1893-94, p. 93.

INDIGO CARMINE IN PENN. LOAM SOIL (_t_ = 21° C.).

Solution contained 2 grains dye per liter.

=========+============+==============+================+=============

Time,_t_| Height,_y_ | _k_ for water| Height colored | _k_ for dye

min. | wet cm. | (_n_ = 2.25)| cm. | (_n_ = 2.25)

---------+------------+--------------+----------------+-------------

1 | 1.28 | 1.75 | 0.64 | 0.37

2 | 1.67 | 1.59 | 0.90 | 0.39

3 | 2.05 | 1.68 | .. | ..

4 | 2.26 | 1.56 | .. | ..

5 | 2.49 | 1.56 | 1.02 | 0.21

7 | 2.74 | 1.38 | .. | ..

10 | 3.20 | 1.40 | .. | ..

15 | 3.72 | 1.29 | .. | ..

20 | 4.28 | 1.32 | 1.92 | 0.22

30 | 5.10 | 1.31 | .. | ..

40 | 5.77 | 1.29 | 2.69 | 0.23

50 | 6.41 | 1.26 | 3.20 | 0.28

60 | 6.90 | 1.29 | .. | ..

75 | 7.46 | 1.23 | .. | ..

90 | 8.74 | 1.46 | 3.59 | 0.20

105 | 9.00 | 1.33 | .. | ..

---------+------------+--------------+----------------+-------------

It has also been shown repeatedly by experiment that the movement of

moisture is relatively rapid when the moisture content of the soil

is above the optimum, but that the movement is exceedingly slow when

the soil has a lower water content than the optimum; that is, the

point at which the water is entirely in the form of film water. For

instance, if a moderately wet sample of soil be brought into intimate

contact with an air-dry sample of the same soil, there will, at first,

be a relatively rapid movement of the moisture, but as soon as the

wetted portion has been brought to the “optimum” condition, no further

movement can be detected, although the experiment has been tried of

leaving such samples together for months and with a difference of

water content amounting, in the case of clay soils, to 15 or 20 per

cent. Since the drought limit, or the soil moisture content at which

plants wilt, is, for most soils, considerably below the optimum water

content, the movement of film water is obviously a problem of the first

importance from a practical point of view as well as of the highest

theoretical interest.

The movement of water vapor, or its distillation from place to

place in the soil, is another problem often confused with the

above. Its importance is not yet clear, although according to some

investigators[38] it would appear that the addition of soluble

fertilizer salts by causing a lowering of the vapor pressure of the

water induces a distillation to that region from other regions of the

soil as well as from the atmosphere above. This brings up the problem

of the diffusion of water and other vapors through the soil. It has

been shown that the soil “plug” retards the rate at which diffusion

takes place but induces no other effect in the ordinary phenomenon of

free diffusion. This fact is obviously of the first importance in the

theory of mulches, but requires no further consideration here.[39]

[38] Sur la diffusion des engrais salins dans le terre, par Muntz et

Gaudechon, Comptes rendus, =148=, 253-258, (1909).

[39] See, Contribution to our knowledge of the aeration of soils, and

Studies of the movement of soil moisture, by Edgar Buckingham, Bulls.

Nos. =25=, 1904, and =33=, 1907, Bureau of Soils, U. S. Dept. of

Agriculture.

The soil solution · 第 6 / 13 章