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Soil Science Society of America Journal 64:1035-1041 (2000)
© 2000 Soil Science Society of America

DIVISION S-6-SOIL & WATER MANAGEMENT & CONSERVATION

Surface Roughness Effects on Soil Albedo

A.D. Matthias, A. Fimbres, E.E. Sano, D.F. Post, L. Accioly, A.K. Batchily and L.G. Ferreira

Dep. of Soil, Water and Environmental Science, Shantz Building 38, Room 429, P.O. Box 210038, 1200 E. South Campus Drive, The Univ. of Arizona, Tucson, AZ 85721-0038 USA

matthias{at}ag.arizona.edu


    ABSTRACT
 TOP
 NOTES
 ABSTRACT
 INTRODUCTION
 Materials and methods
 Results and discussion
 Conclusions
 REFERENCES
 
Knowledge of how surface roughness influences the reflectance of sunlight from cultivated soils is useful in various applications, such as estimating albedo values used as inputs to soil temperature models and erosion models. The albedos of two soils were studied for dry and wet surfaces with four different roughness conditions, changed from a reference smooth soil surface. The soils were the Gila fine sandy loam [coarse-loamy, mixed (calcareous), thermic Typic Torrifluvent] (Ap horizon), 10YR 6.0/3.2 dry and 10YR 4.1/3.3 wet, and the Pima clay loam [fine-silty, mixed (calcareous), thermic Typic Torrifluvent] (Ap horizon), 10YR 5.2/2.3 dry and 10YR 3.3/2.3 wet. Albedo measurements were made during selected mornings with clear skies in 1995 and 1996. The mean albedos of reference smooth surfaces (<2 mm sieved soil) were 0.279 and 0.155 for dry and wet Gila soil and 0.221 and 0.114 for dry and wet Pima soil. Four tillage conditions were studied: rough plow, disk, disk–disk, and seedbed. Tillage direction was north–south in 1995 and east–west in 1996. The goodness of fit of linear relationships determined between mean albedo and surface roughness, measured with a roughness meter and reported as the root mean square deviation, were relatively high; however, the slopes for the regression equations were different for the two soils and the two moisture conditions. The different slopes indicate that the sensitivity of albedo to surface roughness was highest for the most reflective surface (dry Gila soil) and lowest for the least reflective surface (wet Pima soil). The albedos were on average 27, 18, 10, and 8% lower for dry and wet rough-plow, disk, disk–disk, and seedbed treatments, respectively, as compared with the albedo of the reference smooth soil. These reduction percentages can be used as a general guide to estimate the albedos of tilled soils similar to the Gila and Pima soils studied here.

Abbreviations: CV, coefficient of variation • rmsd, root mean square deviation


    INTRODUCTION
 TOP
 NOTES
 ABSTRACT
 INTRODUCTION
 Materials and methods
 Results and discussion
 Conclusions
 REFERENCES
 
SOIL ALBEDO ({alpha}) is the ratio between reflected (K{uparrow}) and incoming (K{downarrow}) radiation within the short wave ({lambda} {approx} 0.3–3.0 µm) portion of the solar spectrum (Coulson and Reynolds, 1971; Oke, 1987). Albedo is an important input parameter for modeling various environmental processes, such as the soil surface energy balance (e.g., Bristow, 1987) and soil erosion (e.g., Laflen et al., 1991). Albedo helps regulate soil temperature, which in turn influences soil biophysical processes, such as seed germination and microbial activity. Soil albedo can be altered to change soil temperature (e.g., Stanhill, 1965; Creswell et al., 1993), and a common way is by changing the roughness of the surface by tillage (Potter et al., 1987). This is often done in vegetable production areas of the southwestern United States where soil temperature modification early in the season can help optimize planting and harvesting dates.

In this study we addressed the question of how albedos of dry and wet soils are affected by the roughness of the surface as a function of the sun angle ({phi}). Though much has been learned in recent years about the factors affecting reflection of sunlight by soils, the influence of {phi} on albedo of rough soil surfaces is still poorly understood (Cresswell et al., 1993). Light scattering theory generally predicts that the albedos of rough soil surfaces diminish with increasing {phi} (Ogilvy, 1991; Cierniewski and Verbrugghe, 1997). The non-Lambertian behavior of soil surfaces has been observed for various soils, including dry and wet Avondale loam (fine-loamy, mixed, superactive, calcareous, hyperthermic Typic Torrifluvent) (Idso et al., 1975), dry and wet Sacramento clay (very-fine, smectitic, thermic Cumulic Vertic Endoaquoll), and wet Yolo loam (fine-silty, mixed, nonacid, thermic Typic Xerorthent) (Coulson and Reynolds, 1971). For especially rough surfaces {alpha} may increase slightly as {phi} increases. Coulson and Reynolds (1971) reported a positive relationship between {alpha} and {phi} for dry Yolo loam, which contrasted markedly with the inverse relationship they observed for wet Yolo loam. Coulson and Reynolds (1971) suggested that light trapping by gaps between soil particles recur more readily at high sun angles, which minimizes albedo at high sun angles. Cresswell et al. (1993) also observed that the {alpha} of rough-tilled Templeton silt loam (fine-silty, isotic, isomesic Andic Dystrudept) increased slightly as {phi} increased from 41 to 76.5°. They suggested that {alpha} is more likely to increase with increasing {phi} for relatively rough tilled soils where the light-trapping mechanism of the surface may function nearly equally well under both low and high {phi}. Cresswell et al. (1993) pointed out that the sun angle effect is complex and appears to be somewhat specific to a particular soil and surface condition.

The variation of albedo with roughness and {phi} may also be influenced by the relative amounts of diffuse radiation and direct beam radiation incident upon the surface (Cresswell et al., 1993). Scattering of incident light by air molecules, clouds and aerosols varies with {phi} and affects the relative contributions of direct and diffuse components in K{downarrow} (Rosenberg et al., 1983). At very low {phi} the diffuse contribution is relatively large, which increases {alpha}.

The degree of roughness of a surface depends intrinsically on {phi} and the wavelength ({lambda}) of the scattered radiation (Ogilvy, 1991). Intuitively, we expect that a plowed field should appear relatively rough, with mostly diffuse scattering of light when {phi} is large at mid day. However, that same plowed field may appear smooth with a preponderance of specular reflection at small {phi} early in the morning or late in the afternoon. Whether a soil surface is smooth or rough may be defined in terms of the Rayleigh criterion (Ra) (Ogilvy, 1991)

(1)
where k is the wave number (2{pi}/{lambda}) of the incident (and reflected) radiation (m-1), and {sigma} is the surface root mean square deviation (rmsd, m) from a reference smooth surface. Although it is a somewhat arbitrary criterion, a surface can be considered smooth if Ra < {pi}/4; otherwise it is rough. From Eq. [1] it is apparent that {phi} must be small ({phi} < 10°) and {sigma} must be small ({sigma} < 0.5 mm) for a soil surface to be considered a smooth scatterer of short-wave radiation (0.3 x 10-6 < {lambda} < 3 x 10-6 m). Soil surfaces, thus, are seldom truly smooth.

If the soil surface is relatively smooth, the albedo at any {phi} will be mainly a function of the size distribution (Bowers and Hanks, 1965) and the color (Post et al., 1993, 2000) of the soil aggregates. Bowers and Hanks (1965) used laboratory studies to show that reflectance of clay particles increased exponentially with decreasing average particle size; however, Cierniewski (1987) found the effects of particle size on the spectral reflectance of undisturbed field soils to be less important than the effects of roughness due to soil aggregates and clods. Color is mainly a function of the surface water content ({theta}m), mineral content, and organic matter composition of the soil. Increased {theta}m and increased organic matter tends to decrease {alpha} (Bowers and Hanks, 1965; Idso et al., 1975).

For a relatively rough soil surface, the {alpha} will generally be less than the corresponding smooth surface due to self shadows and multiple scattering effects that decrease K{uparrow} (Arnfield, 1975). In addition, a decrease of soil aggregate (and clod) size and spacing generally increases bidirectional reflectance (Cierniewski, 1987; Cierniewski and Verbrugghe, 1997). Geometrical models have been developed to simulate bidirectional reflectance of light from rough soil surfaces based on the assumption that reflection is strongly correlated with the area of shadowed soil roughness as well as on the illumination and the viewing geometry (Cierniewski, 1987; Irons et al., 1992; Cierniewski and Verbrugghe, 1997). A shadowing coefficient expressing the proportion of aggregates and clods area was used by Cierniewski (1987) to convert bare soil reflectance data for smooth samples into data relating to a natural rough surface. Cierniewski (1987) found that the shadowing coefficient decreased with a decrease of soil roughness, and the model reduced the spectral level of rough soils under full shadowing conditions to one-third to one-fourth the value of the maximum for soils. Recently, Cierniewski and Verbrugghe (1997) developed a geometrical model that accounts for both diffuse and specular reflection from soil aggregates and clods (simulated by equal-sized opaque spheriods). Their model predicts that rough soil surfaces with minimal aggregate spacing can show lower variation in reflectance with view angle variation than for less rough soil surfaces.

The objective of this research was to determine how much albedos of relatively smooth reference soils change in response to changing surface roughness created by four tillage operations (categorized as rough plowed, disked, disked–disked, and seedbed). The experiment was conducted on two soils, under wet and dry conditions, and the results are reported as the percentage of change in albedo from the reference smooth surface for each soil condition.


    Materials and methods
 TOP
 NOTES
 ABSTRACT
 INTRODUCTION
 Materials and methods
 Results and discussion
 Conclusions
 REFERENCES
 
Soils and Tillage Treatments
Albedos of dry and wet Gila soil and dry and wet Pima soil were measured at {approx}20, 30, 40, 50, 60, and 70° sun angles during the morning hours of 18 generally cloudless days. These days occurred between April and August in 1995 and 1996. The measurements were made at the University of Arizona Campus Agricultural Center in Tucson (32.25°N, 110.95°W; elevation 745 m).

The physical properties of the Gila and Pima soils are presented in Table 1 . The Gila soil was a pale brown (10YR 6.0/3.2) dry and brown (10YR 4.1/3.3) wet fine sandy loam, and the Pima soil was a grayish brown (10YR 5.2/2.3) dry and very dark grayish brown (10YR 3.3/2.3) wet clay loam.


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Table 1 Physical properties of the Gila and Pima soils

 
In 1995, three tillage treatments were studied on both soils (seedbed, disk, and rough plow), and in 1996, four tillage treatments were studied (seedbed, disk–disk, disk, and rough plow) (Table 1). There were four smooth reference plots (Gila dry and wet and Pima dry and wet). Tillage was generally north–south in 1995 and east–west in 1996. In 1995, tillage treatments were arranged sequentially across one plot (15 m wide and 25 m long) of each soil beginning with rough plowed and ending with seedbed. In 1996, tillage treatments were established simultaneously across four separate plot areas (each 4 m wide by 10 m long) of each soil.

Surface roughness conditions were not adequately characterized in 1995 and only descriptive information is available (Table 2) ; however, in 1996 the field plot {sigma}s were measured with a 1-m-long, 100-pin roughness meter (Simanton et al., 1978; Kuipers, 1957; Curtis and Cole, 1972). Following Ogilvy (1991), the surface roughness was computed as the rmsd of the heights (cm) of the pins relative to a flat reference surface. The pin measurements were replicated 10 times in each plot and a mean was computed. No rmsd data were collected on the smooth soils, but it was estimated to be 0.1 cm.


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Table 2 Description of tillage treatments

 
The 100-pin roughness meter was chosen for use in this study because it provided a relatively inexpensive and readily available means for adequately characterizing surface roughness. A more elaborate instrument, such as a laser meter, could have provided more detailed information about the roughness of the surfaces had this type of instrument been available for use in this study.

Albedo Measurement
An Eppley black and white hemispherical pyranometer (Model 8-48, Eppley Instruments, Newport, RI; bandpass {approx}0.3–2.8 µm) measured both K{uparrow} and K{downarrow} for calculation of albedo. It was attached to the end of a 1-m-long steel pipe that extended horizontally over the soil. The pipe and sensor were supported by a tripod. For K{downarrow} measurement the sensor was oriented upright, and for K{uparrow} it was inverted. The sensor was leveled to {approx}1° of horizontal.

Tests conducted at various sun angles showed that at sensor height (hs) >=0.6 m, the shadow cast by the sensor on the soil surface had negligible effect on K{uparrow} for sun angles <70°. The Eppley sensor was also close enough to the surface to ensure that nearly all of the K{uparrow} originated from the soil under study. For the downward-viewing sensor, the relative contribution (f) to the total K{uparrow} from a square area of soil directly below the sensor is given by (see Siegel and Howell, 1972):

(2)
where

(3)
and b is one-half the width (m) of the square area.

For the 15 m wide by 25 m long field plots studied in 1995, with and , at least 99.3% of K{uparrow} was reflected from within a 15 m by 15 m area of interest directly beneath the Eppley sensor. The field plots studied in 1996 were 4 m wide by 10 m long, and the sensor height was 0.6 m. Solution of Eq. [2] indicates that 93.2% of K{uparrow} was reflected from a 4 by 4 m area of interest under the Eppley sensor. Of the remaining 6.8% of K{uparrow} received by the Eppley sensor, approximately one-half came from the plot (but outside the 4 by 4 m square) and one-half came from outside the plot. The procedure for collecting the smooth soil albedo ({alpha}s) data is described in the companion paper by Post et al. (2000).

Because only one Eppley sensor was available, K{uparrow} could not be measured coincident with K{downarrow} by the Eppley sensor. During intervals when K{uparrow} was measured by the Eppley sensor, the Eppley K{downarrow} values were calculated using K{uparrow} data from a Licor LI200S (Licor, Lincoln, NE) pyranometer. The albedo was then calculated from the ratio of measured Eppley K{uparrow} to calculated Eppley K{downarrow} as described by Matthias et al. (1999). Albedo measurements were made throughout the morning, first on the dry soil, followed {approx}2 d later on the wet soil. Wetting of the plots with 5 to 10 mm of water was done by sprinkler irrigation. The albedos of the tilled soil conditions were referenced to the smooth dry and wet soil condition at the same sun angle by computing a percentage difference.

Characterization of light scattering properties of the atmosphere was made using data for direct beam radiation fluxes at normal incidence (D) and the total global solar radiation fluxes (Rs) on a horizontal surface. These fluxes were measured with an Eppley (normal incidence) pyrheliometer and an Eppley pyranometer on the roof of the Physics and Atmospheric Sciences Building at the University of Arizona campus {approx}7 km south of the study plots. These data showed similar atmospheric conditions on all test days, with mean Rs and mean D values of 14.2 and 17.2 MJ m-2 8 h-1.


    Results and discussion
 TOP
 NOTES
 ABSTRACT
 INTRODUCTION
 Materials and methods
 Results and discussion
 Conclusions
 REFERENCES
 
Mean values of albedo (i.e., means of six albedo measurements made during morning hours) are presented in Table 3 for each tillage treatment studied in 1995 and 1996. Not surprisingly, these means indicate that albedo was generally increased by increased surface smoothness and dryness. In addition, for 10 of 12 comparisons (1995 means vs. 1996 means in Table 3), the means were greater in 1996, when tillage was east–west, than in 1995, when tillage was north–south. However, the importance of tillage direction on albedo is uncertain. Other factors, such as different clod sizes and shapes and different soil water contents between years, could have played a role in causing different albedos. It is noteworthy that the albedo values for the seedbed treatment were higher in 1996 even though the seedbed treatment both years entailed hand raking, which left no discernable ridges on the surface. Though not shown in Table 3, results from t tests (Netter and Wasserman, 1974) indicate that the treatment mean albedo values (12 pairs) for 1995 and 1996 were not statistically significantly different at the 0.05 level of significance.


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Table 3 Mean of six albedo measurements (at six sun angle values ranging from 20 to 70°) for each treatment of Gila soil and Pima soil in both 1995 and 1996

 
The albedos of the reference smooth soils were greatest at the 20° sun angle and decreased with increasing angle (Table 4 and Fig. 1) . This is consistent with wave scattering theory (Ogilvy, 1991), which predicts highest albedo at low {phi}. Also plotted in Fig. 1 are the combined 1995 and 1996 mean albedos for each tillage treatment. The means for the tillage treatments and the smooth reference surfaces ranged from 0.279 for the smooth dry Gila soil to 0.085 for the rough-plowed, wet Pima soil. This relatively wide range of albedos is not unexpected, since Pima and Gila soils respond differently to tillage. The fine sand and low clay content in the Gila soil, particularly for the seedbed and disk–disk treatments, were quite loose and structureless, whereas the Pima soil had more small clods. There were also somewhat different linear features created by the tillage tools, but these represent typical tillage conditions for agricultural soils. The plot conditions studied in this research represent an array of roughness conditions commonly found in agricultural fields.


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Table 4 Albedo values measured at six sun angle values and means for each Gila and Pima smooth reference soil

 


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Fig. 1 Mean albedo as a function of solar elevation angle for the rough-plowed, disk, and seedbed treatments (1995 and 1996 values averaged), the disk–disk treatment (1996 values only) and the smooth reference surfaces for (a) Gila soil and (b) Pima soil

 
Post et al. (2000) described how the albedo of <2-mm smoothed soils can be predicted if the Munsell color value of the soil is known; however, with increased surface roughness, the albedo is generally reduced. The question of interest then becomes: by how much were the albedos of the Pima and Gila soils changed by tillage? The percentage of reduction in albedo depends on both the roughness of the soil and sun angle. The smooth soil albedo ({alpha}s) values in Table 4 were used as the reference values to calculate a percentage of difference between the smoothed surface albedo and the rough (tilled) surface albedo ({alpha}r) using Eq. [4]:

(4)

Figure 2 is a histogram of the mean percentage difference (reduction) of soil albedos for the 16 soil conditions studied (two soils x two moisture levels x four tillage treatments). Each mean percentage difference for the seedbed, disk, and rough-plowed treatments was computed from the 12 albedo measurements made at six sun angles during different mornings in both 1995 and 1996. The mean percentage differences for the disk–disk treatment were computed from the six measurements made only during 1996. Values of the mean percentage reduction in albedo ranged from 35% for the dry, rough-plowed Pima to a plus 1% for the wet and dry Gila seedbeds. The standard deviations are noted in Fig. 2 for each soil condition and are quite variable. The overall mean percentage reductions (and standard deviations) of albedos of both soils for each of the four tillage treatments were 27 (6), 18 (6), 10 (5), and 8 (9) for the dry and wet rough plow, disk, disk–disk, and seedbed, respectively. The equivalent coefficients of variation (CV) were 22, 33, 50, and 112%. The relatively large CV for the seedbed condition may be an outcome of soil aggregation conditions that differed between the Gila and Pima soils. The clay loam Pima soil had more small clods than the fine sandy loam Gila soil. This may have caused the albedos of the Pima seedbed surfaces (both dry and wet) to be reduced considerably below the corresponding Pima smooth soil values. In contrast, the Gila seedbed albedos were slightly increased above the Gila smooth soil albedos. The mechanism explaining why the seedbeds of the Pima soil and Gila soil reflected relatively less and more light, respectively, than the corresponding smooth surfaces for both soils is uncertain.



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Fig. 2 Overall mean percentage reductions in soil albedos (relative to the corresponding smooth reference soil albedos) for the rough-plow, disk, and seedbed treatments (1995 and 1996 values combined), and the disk–disk treatment (1996 values only)

 
Figure 3a shows the four best-fit linear regression lines between mean soil albedo (1996 mean albedos tabulated in Table 3 and reference surface mean albedos tabulated in Table 4) and surface roughness ({sigma}) values measured for the two soils under dry and wet surface conditions. The goodness of fit was relatively large (mean r2 = 0.73) for each of the four regression lines. The slopes of the lines decreased in magnitude from lighter to darker soil conditions, indicating greater absolute sensitivity of albedo of lighter soils to changing surface roughness. The slope coefficient values were dry Gila, 0.023; dry Pima, 0.016; wet Gila, 0.012; and wet Pima, 0.005.



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Fig. 3 (a) Absolute albedo (mean of six measurements taken between {phi} {approx} 20 and 70°) for Gila (dry and wet) and Pima (dry and wet) soils in 1996 vs. surface roughness (increasing from the smooth reference surface to the rough-plowed surface) and (b) normalized albedo (mean albedo for a tillage treatment [{alpha}r]/mean albedo of reference smooth surface [{alpha}s]) and percentage reduction of albedo (100%(1 - [{alpha}r/{alpha}s]), Eq. [4]) vs. surface roughness

 
Figure 3b presents 1996 values of normalized albedos (see left-hand ordinate of Fig. 3b; normalized albedo is defined as the mean albedo for a tillage treatment [{alpha}r] divided by the mean albedo of the reference smooth surface [{alpha}s]) and percentage reduction of albedo (see right-hand ordinate of Fig. 3b; percentage reduction is defined by Eq. [4], i.e., 100%(1 - [{alpha}r/{alpha}s])) vs. surface roughness. The regression equation describing the relationship between normalized albedo and surface roughness (Y = 1.02 - 0.07X, r2 = 0.53, with confidence and prediction intervals shown) is a useful relationship for modeling albedos of soils similar to Pima and Gila, if {alpha}s and {sigma} are known.

Based on all of the results in Fig. 2 and 3b, our recommendation is as follows to estimate the albedo of bare soils similar to the Gila and Pima soils. First, predict the smooth soil albedo from soil color data, specifically the color value components as discussed by Post et al. (2000), and then reduce the smoothed albedo according to the tilled condition of the soil.

Rough plow: 21 to 35% ( )

Disk: 11 to 21% ( )

Disk–Disk: 2 to 17% ( )

Seedbed: -1 to 20% ( )


    Conclusions
 TOP
 NOTES
 ABSTRACT
 INTRODUCTION
 Materials and methods
 Results and discussion
 Conclusions
 REFERENCES
 
Our results and previous studies indicate that soil albedo generally decreases as sun angle and roughness increases. The changes due to sun angle were normalized by calculating the percentage change in albedo from the reference soil condition, measured at the same sun angle. The mean albedos for the rough-plow, disk, disk–disk, and seedbed tillage treatments were 27, 18, 10, and 8% below the mean smooth surface albedo.

Data from the two soils studied produced markedly different slope coefficients for linear relationships between albedo and surface roughness. These differences may be related to the different colors and textures of the two soils. Surface roughness conditions for the 1996 data regressed against the mean soil albedos were well correlated (mean r2 of 0.73) for the Gila and Pima soils under dry and wet conditions. However, the linear regression slope coefficients differed, and the sensitivity of albedo to roughness varied among soils and moisture conditions. The results presented here may be used to predict the probable albedo reduction from a smooth reference condition for soils with color and texture similar to the Gila and Pima soils and for roughness conditions similar to those measured in this research. Measurements of albedo and surface roughness are needed for more soils in order to permit establishment of general empirical relationships between albedo and the surface roughness of cultivated soils.


    ACKNOWLEDGMENTS
 
We thank Sheri Musil for help in preparing figures, Lou Stevens for preparing the field plots, and Dr. William Sellers from the Atmospheric Sciences Department for providing data on the atmospheric light conditions.


    NOTES
 TOP
 NOTES
 ABSTRACT
 INTRODUCTION
 Materials and methods
 Results and discussion
 Conclusions
 REFERENCES
 
Company name is included for benefit of the reader and does not imply endorsement by the University of Arizona.

Received for publication July 15, 1998.


    REFERENCES
 TOP
 NOTES
 ABSTRACT
 INTRODUCTION
 Materials and methods
 Results and discussion
 Conclusions
 REFERENCES
 




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