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a Agriculture and Agri-Food Canada, Soils and Crops Research and Development Centre, 2560 Hochelaga Blvd., Ste-Foy, QC, Canada G1V 2J3
b Dep. of Biological Sciences, Univ. of Lethbridge, 4401 University Dr., Lethbridge, AB, Canada, T1K 3M4
c Agriculture and Agri-Food Canada, Eastern Cereal and Oilseed Research Centre, Neatby Bldg., Central Experimental Farm, Ottawa, ON, Canada, K1A 0C6
rochettep{at}em.agr.ca
| ABSTRACT |
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6% of total soil C. Variable values of
13C of the soil CO2 in the control plot after Day 250 made the technique less reliable late in the season. However, several observations indicated that the approach has potential to provide quantitative estimates of Rrh and Rs. First, the seasonal pattern of the Rrh estimates coincided with that of the plant growth and physiological activity. Second, the cumulated Rrh across the growing season agreed well with published data obtained using 14C labeling techniques. Third, in the maize plot, variation in the estimated Rs was closely correlated with changes in soil temperature with a Q10 of 1.99
. Finally, the estimates of Rrh obtained using the isotopic approach agreed well with those obtained using the root exclusion technique. | INTRODUCTION |
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rdh, 1924). In the absence of living plants, soil surface CO2 emissions provide a direct assessment of the short-term dynamics of soil C (Rochette et al., 1992; Reicosky and Lindstrom, 1993). However, when plants are present, the interpretation of total soil respiration (Rt) is complicated by the CO2 produced by rhizosphere respiration, which includes the respiration of living roots and of the microorganisms feeding on root-derived C (exudates and dead roots). A few approaches have been developed to separate Rt into its rhizosphere (Rrh) and soil (Rs) components under field conditions. They consist of estimating either Rrh or Rs and calculating the other component by difference with Rt. The root-exclusion method calculates Rrh as the difference between CO2 emission rates from soil volumes in which roots are either present or excluded (Hanson et al., 1999). The root-exclusion approach has been used by Hall et al. (1990) in a sunflower (Helianthus annuus L.) field but its use is most common in forest ecosystems (Hanson et al., 1999). This technique is relatively simple and has provided realistic estimates of Rrh and Rs. However, soil disturbance, absence of rootsoil interactions, and differences in temperature and moisture between bare soil and soil with vegetation cover may influence Rs.
Rhizosphere respiration can be measured by pulse-labeling plants with 14C. This method provides information on the fate of recently fixed C but does not allow for the uniform labeling of all plant C pools (Lynch and Whipps, 1990). Values of Rrh using this method are therefore underestimates of the actual Rrh. Rochette and Flanagan (1997) proposed using the variations in natural abundance of 13C among plants to quantify Rrh. Their approach requires that the C isotopic ratio (13C/12C,
13C) of the growing crop contrasts with the
13C of the soil organic C. Under such conditions, the contribution of Rrh to total soil CO2 can be estimated using the difference in
13C of the soil CO2 between a cropped soil and a noncropped control. The 13C labeling approach has important advantages over other field techniques: (i) all C pools of the plant are labeled, (ii) it is a nonintrusive method, and (iii) it does not involve handling of radioactive material. On the other hand, the technique is new and the range of conditions under which it has been assessed is limited. Further testing of the technique is necessary in order to evaluate its potential to provide quantitative estimates of Rrh.
In this study, we (i) used measurements of the 13C value of soil CO2 to separate Rt into Rrh and Rs in a maize field under conditions typical of the agricultural practices in northern North America and (ii) compared the estimates of Rrh obtained using the 13C approach with estimates obtained using the root-exclusion approach.
| Materials and methods |
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Total soil respiration was measured using a dynamic closed chamber system described by Rochette et al. (1997). It consisted of a cylindrical acrylic chamber (internal diameter 60 cm, height 20 cm, wall thickness 6.35 mm) connected to a portable CO2 analyzer (LI-6200, Li-Cor, Lincoln, NE). At the time of measurement, the chamber was attached to cylindrical acrylic collars by clamps. The collars were 0.15 m high and were pushed 0.10 m into the soil. The rate of increase of CO2 concentration was monitored for two successive periods of 30 s. The respiration rate was calculated for each period and both values were averaged for the final flux estimate. Twelve collars for soil respiration were installed on Day 138 in the control plot and twelve on Day 145 in the maize plot (between rows). On sampling days, Rt was measured on the twenty-four sites between 1000 and 1200 h. Measurements began on Day 148 and were repeated weekly until Day 303.
Soil air was sampled at 10-, 20-, and 40-cm depths at four locations on each plot 19 times during the season. The soil air probes consisted of tubing (Bev-A-Line IV, Labcor, Anjou, Québec, Canada) attached to plastic mesh cylinders containing glass beads (diameter 3 mm). Composite air samples were drawn simultaneously from four probes at each depth at each location. The probes were placed in the soil in pairs 40 cm apart. In the maize plot, one pair of probes was placed in the middle of the interrow while the other was located at 10 cm away from the row. Air sampling probes were installed at the same time as soil respiration collars. Air was removed from the tubes using evacuated 250-mL glass gas sampling flasks fitted with high vacuum stopcocks (Kontes, Vineland, NJ). Before collecting the soil air sample, 20 mL of air was removed from the tubes and discarded to account for the dead volume of the tubes. After collecting the soil air sample, the flasks were returned to a lab for cryogenic extraction of the CO2 following the technique described by Rochette and Flanagan (1997).
Measurements of soil temperature using copper-constantan thermocouples and soil moisture using time-domain reflectometry probes (Topp et al., 1984) were performed at depths of 10, 20, and 40 cm at four locations in each plot on CO2 sampling days. Thermocouples were read with digital thermometers (Model HH23, Omega, Stamford, CT and Model 600-2820, Barnant Co., Barrington, IL). Rainfall observations were taken at the Central Experimental Farm weather station (Ottawa, ON) located 400 m east of our experimental site.
Organic Material Collection and Preparation
On Day 185, nine maize plants were collected from the field. The plants were washed and subsamples of leaves and roots were taken from a range of positions on the plant. The subsamples were combined for an individual plant, and the material was dried at 65°C, and ground to a fine powder with a tissue grinder. Soil samples were collected from Ap horizon at 48 locations on Day 118. Roots from the previous vegetation were removed from the samples, and the soil was ground to a fine powder with a mortar and pestle and dried in an oven at 60°C for 24 h. The organic C content of the soil samples was determined by automated dry combustion-gas chromatography using a Carlo-Erba NA-1500 elemental analyzer (Carlo-Erba, Milan, Italy).
The organic tissue samples were prepared for measurements of C isotopic composition by combustion. A subsample of ground tissue (23 mg for leaf or root tissue, 20 mg for soil) was sealed in an evacuated quartz tube with cupric oxide wire and silver foil. The tubes were heated to 850°C for 6 h followed by an 8- to 9-h period of cooling to room temperature. The CO2 generated from the combustion was purified cryogenically within 2 d.
Isotopic Analysis
The CO2 from soil air samples and organic samples were analyzed on a gas isotope ratio mass spectrometer (Sira 12, VG Isotech, Middlewich, Cheshire, UK) at the Ottawa-Carleton Stable Isotope Facility. Isotopic compositions are expressed using delta notation:
![]() | (1) |
The international standard for CO2 samples is CO2 from Pee Dee Belemnite (PDB) limestone (Ehleringer and Osmond, 1989). The
values are presented in parts per thousand (
). Isotope ratios in soil CO2 samples were corrected for the presence of N2O using the procedure described by Friedli and Siegenthaler (1988).
A mass balance approach was used to calculate the contribution of rhizosphere respiration to the total soil surface CO2 flux (Rrh,frac). This approach is similar to that proposed by Rochette and Flanagan (1997):
![]() | (2) |
sa,ma and
sa,ctl are the
13C values of the soil CO2 in the maize and control plots, respectively, and
ma and
sc are the
13C values of the maize C and soil C, respectively. | Results and discussion |
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Carbon-13 of Soil Carbon Dioxide
13C of the maize was -13.44 ± 1.34
for the leaf, -12.12 ± 0.93
for the stem, and -13.65 ± 0.86
for the roots. The
13C value of the soil organic matter was -25.01 ± 0.3
. Lin and Ehleringer (1997) showed that there is little fractionation during dark respiration processes in plants. Also, Cheng (1996) observed that the CO2 respired by the roots of young wheat plants had the same
13C as the root tissues. Therefore, the roots were assumed to be the main source of plant C for Rrh and the root
13C was used in the denominator of Eq. [2] to calculate Rrh,frac.
Cerling et al. (1991) have shown that the
13C value of soil CO2 should change in association with changes in the concentration of soil CO2, which depends on the soil respiration rate, soil porosity, and invasion of atmospheric CO2, among other parameters. In a soil with a high respiration rate (>2 g CO2C m-2 d-1), the C isotope ratio of soil CO2 is expected to be enriched in 13C by 4.4
relative to both the source (metabolically produced CO2) and the CO2 that is released at the soil surface. This shift of 4.4
is caused by fractionation that occurs during diffusion of CO2 out of the soil. However, the magnitude of the difference between the
13C value of soil CO2 and metabolically produced CO2 in the soil depends on soil respiration rate and other factors that affect the diffusion of CO2 out of the soil (Cerling et al., 1991). In our experiment, the
13C value of soil CO2 in the control plot was constant at approximately -24
during the first 100 d of the study (Fig. 3)
. Assuming that the respired CO2 had the same
13C as the soil organic C (-25.01
), the
13C of the soil CO2 would be expected to be approximately -21
under conditions where soil respiration rate was high. The reasons for this difference are not clear. Higher soil water content in the control than in the maize plot may have had an influence by decreasing gas diffusivity in the control plot compared with the maize plot. However,
13C values of soil CO2 in the control plot were not correlated with soil water content at any depth (R
0.37). Also, equal
13C in both plots at the beginning of the study (Day <175) indicates that the factors responsible for this difference acted in both plots. This difference between predicted and observed
13C of CO2 stresses the importance of measuring
13C of CO2 simultaneously in cropped and control plots to account for the influence of any parameters specific to the conditions of the experiment that will affect soil CO2 concentration.
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13C of soil CO2 on the control plot was variable after Day 240 (Fig. 3). Higher
13C of CO2 in bare soil has also been observed late in the season by Rochette and Flanagan (1997). Greater changes in
13C at 10 cm than at greater depths suggest that the rise in
13C late in the season resulted from a reduction in soil respiration rate and/or a change in the porosity of the soil that affected the input of aboveground atmospheric CO2, and changed soil CO2 concentration. In part, it may be the result of convective transfer downward from the aboveground atmosphere into the soil when the temperature is cooler at the soil surface than below. Such conditions are observed when air temperature drops during the autumn.
Maize had no influence on the
13C of soil CO2 during the first 40 d after planting (Fig. 3), as indicated by equal soil CO2
13C values measured on both plots. Therefore, the amount of respired CO2 by plant roots and microbes in the rhizosphere was very small compared with the heterotrophic activity using native soil C substrate in the early stages of crop growth. This is in agreement with the observation of equal CO2 fluxes in maize and control plots before Day 180 (Fig. 1a). Retarded germination of maize (from Day 153167) due to the absence of rain between Day 141 and 156 may be partly responsible for the delay between planting and the enrichment of soil CO2 in 13C. The
13C of soil CO2 in the maize plot increased from Day 180 to 210, and peaked between Day 210 and 250. This pattern coincided with the seasonal variation of root density observed by Mengel and Barber (1974) for a maize crop under field conditions.
The contribution of rhizosphere respiration to total soil respiration has been calculated for each soil depth using Eq [2]. Estimates of Rrh from planting to Day 180 were zero. After that date, the Rrh contribution increased linearly to reach
45% of Rt on Day 210 (Fig. 4)
, at which level it remained until Day 250 when it began to decrease until the end of the growing season. The values calculated for 40 cm before Day 210 were lower than those calculated at the two more shallow depths, probably reflecting the growing patterns of maize roots. Hanson et al. (1999) reviewed the published estimates of Rrh as a fraction of Rt and reported that estimates of Rrh for nonforest ecosystems ranged from 10 to >90% of Rt. Clearly, it is unlikely that a unique coefficient can be used to estimate Rrh from Rt in agricultural ecosystems because of (i) the growing patterns of the annual crops and (ii) conditions created by the soil and crop management in agricultural ecosystems in which the biological activity of the plants are not always directly proportional to Rt. For example, in continuous maize systems, it is likely that the relative contribution of the Rrh of a silage maize crop to Rt will be lower than that of a grain maize crop because of lower Rs resulting from differences in the amount of residues returned to the soil.
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25% lower than those measured by Rochette and Flanagan (1997) in an unfertilized maize crop grown on an organic soil. Rhizosphere respiration was also calculated by subtracting Rt in the control plot from Rt in maize plot. This approach can be considered as similar to the root-exclusion technique, which assumes that the CO2 evolved from a nonvegetated soil is a valid estimate of the heterotrophic oxidation of soil C in a vegetated soil (Hanson et al., 1999). The temporal pattern of both estimates of Rrh were similar, with the root-exclusion technique yielding lower values early in the season and higher values in mid and late season than the isotopic approach. Negative Rrh estimates early in the season by the root-exclusion technique were within the variability of Rt measurements.
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13C of soil CO2 in the control plot may lead to underestimations of Rrh.
Both estimates of rhizosphere respiration show that the contribution of the plants to belowground CO2 production is undetectable until approximately Day 180, or 35 d after planting. This date (Day 180) also coincides with the beginning of the exponential increase in aboveground phytomass accumulation and maximum net photosynthesis in maize in Ottawa (Rochette et al., 1996). At that stage, maize crops have usually accumulated <50 g dry matter m-2. Any production of plant-derived CO2C prior to that stage appears to be within the variation of measurement in both Rt and
13C of soil CO2.
The rate of oxidation of soil C (Rs) in the maize plot was calculated by the difference between Rt and Rrh obtained using the isotopic technique (Fig. 5). Values were highest early in the season and tended to decrease as the season progressed. Variations in Rs were closely related to Ts, with a Q10 of 1.99 (Fig. 6) . In the absence of extreme soil water contents, a close relationship between Rs and Ts was expected. Therefore, this observation suggests that Rs and Rrh estimates are accurate or that the error is constant or proportional to Ts.
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13C of soil CO2 made at between 1000 and 1200 h were assumed to be good estimates of the mean daily values, based on previous observations made under similar conditions (Rochette and Flanagan, 1997). The mass of soil C down to a depth of 40 cm was 65 Mg ha-1. Losses of soil C totaled 3.92 Mg ha-1 between Day 148 and 303, which represent
6% of the total soil C. An input of 9.8 Mg dry matter ha-1 of plant residues at 40% C would have been needed to maintain soil C constant for that year. The total seasonal CO2C losses as Rrh by the maize crop were calculated using the same approach as for Rs. Total cumulative Rrh was 1.58 Mg C ha-1 or 17% of the crop net assimilation (An) calculated from total above-ground dry phytomass (7.87 Mg C ha-1; SD = 1.22, n = 15 plants) and a root/shoot ratio of 0.2. There are few reports of Rrh/An for maize in the literature. Rochette and Flanagan (1997), using daily estimates of Rrh and An, calculated Rrh/An varying between 10 and 35% across an 80-d period under field conditions. Whipps (1985) measured Rrh/An by continuously labeling young maize plants with 14C in a growth cabinet. He obtained values of 4 and 10% at 14 and 28 d after emergence, respectively. Reports of Rrh/An obtained in growth cabinets are most abundant for spring wheat with values between 15 and 20% (Whipps and Lynch, 1983; Whipps, 1984; Merckx et al., 1985, 1986; Liljeroth et al., 1990). Our field estimates of Rrh were therefore within the range of values reported for annual crops.
| Conclusions |
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13C values of the soil CO2 in the control plot were unstable after Day 250, probably as a result of variation in soil respiration rate and associated changes in the concentration of soil CO2, which allow for greater input and greater influence of the enriched 13C composition of the aboveground atmospheric CO2. Such variation makes the approach less reliable late in the season. There are no absolute references against which the accuracy of Rrh or Rs measurements can be evaluated. However, several observations indicated that the approach has potential to provide quantitative estimates of Rrh and Rs: (i) the coinciding of the seasonal pattern of the Rrh estimates with that of the plant growth and physiological activity, (ii) the good agreement between the cumulative Rrh and Rs over the growing season and published data obtained using 14C labeling techniques, (iii) the close relation of estimated Rs under maize and soil temperature with a Q10 of 1.99, and (iv) the good agreement between estimates of Rrh obtained using the isotopic approach and those obtained using the root-exclusion technique. | ACKNOWLEDGMENTS |
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Received for publication June 30, 1998.
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