| Literature DB >> 34093466 |
Anne E Taylor1, Camille Ottoman1, Frank Chaplen2.
Abstract
Considerable research has shown that modifications in global temperature regimes can lead to changes in the interactions between soil respiration and the sequestration of C and N into soil organic matter (SOM). We hypothesized that despite the interconnected nature of respiration,Entities:
Keywords: N mineralization; inorganic soil N; nitrification; respiration; thermodynamics
Year: 2021 PMID: 34093466 PMCID: PMC8170049 DOI: 10.3389/fmicb.2021.651210
Source DB: PubMed Journal: Front Microbiol ISSN: 1664-302X Impact factor: 5.640
Figure 1Nitrogen cycling in terrestrial systems. N cycling in terrestrial systems is microbially mediated with heterotrophic microorganisms mineralizing soil organic nitrogen (Step 1) to ammonium/ammonia (/NH3), oxidation of NH3 to nitrite () then nitrate (, Step 2) by nitrifying microorganisms, and denitrification to N oxide gases and dinitrogen gas (Step 3). Inorganic N is recovered through N fixation of dinitrogen through microbial action and natural events (lightning as an example) to form NH3 (Step 4), and inorganic N returns to the soil organic nitrogen pool through N immobilization by microorganisms (Step 5). Microbial N cycling in soils is a key regulator of N availability to plants and other players in terrestrial system. The addition of acetylene at varying levels affects different steps in the N cycle.
Selected properties of the soils utilized in this study.
| Willamette tilled | 2.31 (0.28)b | 0.19 (0.02)c | 12.02 (0.33)a | 5.15 (0.65)b |
| Willamette no-till | 3.46 (0.30)c | 0.29 (0.02)d | 11.96 (0.53)a | 6.89 (0.39)c |
| Pendleton tilled | 1.13 (0.09)a | 0.09 (0.01)a | 12.30 (1.48)a | 6.04 (0.55)b |
| Pendleton no-till | 1.90 (0.17)b | 0.15 (0.01)b | 12.80 (0.47)a | 4.96 (0.10)a |
Values indicate the average of three field replicates with standard deviation in parentheses. Lower case letters indicate significant differences in parameters (p ≤ 0.05).
Figure 2The rate response of respiration (A,D), N mineralization (B,E), and nitrification (C,F) in Willamette Valley soils across temperatures. Figure data are the average of three field replicates and the error bars represent the standard deviation. Lower case letters indicate where RM ANOVA analysis found significant differences in rates over the temperatures within a time period. Asterisks indicate where rates at 0–7 d differ significantly from 7 to 28 d (p ≤ 0.05).
Figure 3The rate response of respiration (A,D), N mineralization (B,E), and nitrification (C,F) in Pendleton soils across temperatures. Figure data are the average of three field replicates and the error bars represent the standard deviation. Lower case letters indicate where RM ANOVA analysis found significant differences in rates over the temperatures within a time period. Asterisks indicate where rates at 0–7 d differ significantly from 7 to 28 d (p ≤ 0.05).
Figure 4Comparison of maximum sensitivity to temperature change (Tsmax) and the optimal temperature (Topt) of respiration, net N mineralization, and net nitrification over 0–7 d (A,C,E,G) and 7–28 d (B,D,F,H). The symbols represent the average value of the thermodynamic parameters determined for three field replicates of each of the four sampled soils, and the error bars represent the standard deviation of the average. The dashed lines are presented to aid the visualization of the temperature response with an inflection point showing Tsmax and Topt. Upper case letters indicate significant differences in Tsmax or Topt between the three processes within a time interval; and lower-case letters indicate significant difference in Tsmax or Topt of an individual process between the two time periods (p ≤ 0.05).
Thermodynamic parameters describing respiration (Resp), N mineralization (N min), and nitrification (Nit).
| WT | Resp | 30 (10) | 19 (3) | 49 (17) | 33 (5) | −2971 (1967) | −3892 (1417) |
| N min | 38 (2) | 24 (6) | 60 (5) | 42 (9) | −1889 (907) | −2375 (616) | |
| Nit | 22 (6) | 23 (5) | 33 (5) | 38 (11) | −5816 (2292) | −5044 (5104) | |
| WNT | Resp | 25 (5) | 21 (3) | 42 (8) | 36 (5) | −2673 (792)AB | −3130 (947)B |
| N min | 41 (13) | 29 (2) | 61 (17) | 48 (5) | −2255 (885)B | −2262 (874)B | |
| Nit | 21 (5) | 15 (2) | 34 (5) | 25 (2) | −4821 (495)aA | −6722 (280)bA | |
| PT | Resp | 19 (1) | 23 (4) | 29 (3) | 44 (6) | −7599 (2365)a | −1681 (341)bA |
| N min | 30 (8) | 15 (3) | 42 (7) | 21 (2) | −5085 (1537)a | −19599 (5158)bB | |
| Nit | 33 (7) | 16 (3) | 51 (11) | 22 (2) | −2443 (845)a | −21570 (6076)bB | |
| PNT | Resp | 21 (1) | 23 (2) | 33 (1) | 39 (5) | −5436 (741)a | −2732 (878)b |
| N min | 29 (8) | 21 (1) | 42 (7) | 33 (3) | −4699 (1028) | −6140 (3861) | |
| Nit | 31 (2) | 17 (2) | 41 (3) | 26 (3) | −7993 (1994) | −8615 (2718) | |
Values are the average of three field replicates with standard deviation in parentheses. Lower case letters indicate a significant difference in parameters between time intervals, and upper case letters indicate a significant difference in parameter values between processes within an individual soil (p ≤ 0.05). Significant differences in the thermodynamic response across sampling sites are indicated by bold lower case script (p ≤ 0.05).
Figure 5Fraction of the respired CO2 contributed by the labile SOM pool in Willamette Tilled (A), Willamette No-till (B), Pendleton Tilled (C), and Pendleton No-till (D) soils. The two pool conceptual model estimates of the amount of CO2 contributed by the labile SOM pool as the soil incubation progressed. Lines represent the average of three soil replicates. Error bars were omitted to aid readability.