| Literature DB >> 32518199 |
Yi Yang1, Robert Sanford2, Jun Yan3, Gao Chen4,5, Natalie L Cápiro6, Xiuying Li3, Frank E Löffler7,5,8,9,10,11.
Abstract
The class Dehalococcoidia within the Chloroflexi phylum comprises the obligate organohalide-respiring genera Dehalococcoides, Dehalogenimonas, and "Candidatus Dehalobium." Knowledge of the unique ecophysiology and biochemistry of Dehalococcoidia has been largely derived from studies with enrichment cultures and isolates from sites impacted with chlorinated pollutants; however, culture-independent surveys found Dehalococcoidia sequences in marine, freshwater, and terrestrial biomes considered to be pristine (i.e., not impacted with organohalogens of anthropogenic origin). The broad environmental distribution of Dehalococcoidia, as well as other organohalide-respiring bacteria, supports the concept of active halogen cycling and the natural formation of organohalogens in various ecosystems. Dechlorination reduces recalcitrance and renders organics susceptible to metabolic oxidation by diverse microbial taxa. During reductive dechlorination, hydrogenotrophic organohalide-respiring bacteria, in particular Dehalococcoidia, can consume hydrogen to low consumption threshold concentrations (<0.3 nM) and enable syntrophic oxidation processes. These functional attributes and the broad distribution imply that Dehalococcoidia play relevant roles in carbon cycling in anoxic ecosystems.Entities:
Keywords: Dehalococcoidiazzm321990; carbon cycling; hydrogen thresholds; organohalide respiration; syntrophy; thermodynamics
Year: 2020 PMID: 32518199 PMCID: PMC7289593 DOI: 10.1128/mSystems.00757-19
Source DB: PubMed Journal: mSystems ISSN: 2379-5077 Impact factor: 6.496
Numbers of 16S rRNA gene sequences representing Chloroflexi, including class Dehalococcoidia and unclassified Chloroflexi, and total bacteria in the Silva and RDP databases
| 16S rRNA gene sequence database | No. (%) of | No. of total bacterial sequences | ||
|---|---|---|---|---|
| Non- | Unclassified | |||
| RDP v11.5 | 1,411 (3.1) | 30,328 (67.2) | 13,419 (29.7) | 3,196,041 |
| RDP v11.5 isolates | 48 (17.2) | 213 (76.3) | 18 (6.5) | 515,987 |
| RDP v11.5 uncultured | 1,363 (3.0) | 30,115 (67.1) | 13,401 (29.9) | 2,680,054 |
| Silva SSU v138 | 16,297 (8.5) | 176,547 (91.5) | 30 (0.0) | 8,394,436 |
| Silva Ref SSU v138 | 2,654 (9.3) | 25,837 (90.7) | 5 (0.0) | 1,916,743 |
| Silva Ref NR SSU v138 | 1,601 (17.7) | 7,444 (82.3) | 4 (0.0) | 381,662 |
Included are sequences representing the existing taxonomy of the Chloroflexi phylum (i.e., Dehalococcoidia and non-Dehalococcoidia Chloroflexi sequences) and sequences that cannot be classified into the lower-rank taxonomy of the Chloroflexi phylum (i.e., unclassified Chloroflexi). Within the classified Chloroflexi, sequences belong to the Dehalococcoidia or any of the other seven non-Dehalococcoidia classes (i.e., Anaerolineae, Caldilineae, Ktedonobacteria, Thermomicrobia, Ardenticatenia, Thermoflexia, and Chloroflexia).
FIG 1Phylogenetic tree of representative isolated and not-yet-cultured bacteria affiliated with the Chloroflexi phylum based on complete 16S rRNA gene sequences. Sequences were retrieved from the RDP database and imported into the Geneious software (Biomatters, Auckland, New Zealand) for alignment with MAFFT. The tree was constructed with Tree Builder using the default settings in Geneious. The scale bar indicates 0.01 nucleotide substitution per site.
Gibbs free energy changes under standard conditions (i.e., 298.15 K [25°C], pH 7.0), concentrations of solutes at 1 M and partial pressures of gases at 1 atmosphere) for AOM and different H2-consuming redox reactions
| No. | Redox reaction | Gibbs free energy change (Δ | Redox potential E°′ (V) | Theoretical H2 consumption threshold concn (nM) | Experimentally determined H2 threshold concn (nM) | ||
|---|---|---|---|---|---|---|---|
| H2 | Electron acceptor | Electrons | |||||
| 1 | CH4(g) + 3H2O → HCO3– + 4H2(g) + H+ | 33.9 | 135.4 | 16.9 | –0.18 | NA | NA |
| 2 | 2HCO3– + 4H2(g) + H+→ acetate– + 4H2O | –26.1 | –52.1 | −13.0 | 0.13 | 863.0 | >100 |
| 3 | HCO3– + 4H2(g) + H+ → CH4(g) + 3H2O | –33.9 | −135.4 | –16.9 | 0.18 | 162.3 | 12.4–13.6 |
| 4 | SO42– + 4H2(g) + 2H+ → H2S(aq) + 4H2O | –38.0 | –151.9 | –19.0 | 0.20 | 15.4 | 1–15 |
| 5 | 2Fe(OH)3(s) + 4H+ + H2(g) → 2Fe2+(aq) + 6H2O | –44.6 | –22.3 | –22.3 | 0.23 | 6.06 × 10–10 | 0.1–0.8 |
| 6 | NO3– + H2(g) → NO2– + H2O | –158.1 | –158.1 | –79.0 | 0.82 | 5.39 × 10–22 | 0.026–0.036 |
| 7 | PCE(aq) + H2(g)→ TCE(aq) + H+ + Cl– | –173.3 | –173.3 | –86.7 | 0.90 | 7.19 × 10–25 | <0.3 |
Also indicated are H2 consumption threshold concentrations associated with H2-consuming redox reactions. The ΔG°′ values for all reactions except reductive dechlorination of tetrachloroethene (PCE) to trichloroethene (TCE) were calculated using Geochemists WorkBench (GWB14). The ΔG°′ value for reductive dechlorination was calculated according to values obtained from Dolfing and Janssen (51). NA, not applicable; (g), gas phase; (aq), aqueous phase; (s), solid.
Redox potentials and Gibbs free energy changes were calculated according to ΔG°′ = –nFΔE°′ is the number of moles of electrons transferred in the reaction, and F is the Faraday’s constant (96.5 kJ/V). Redox reactions are numbered in the first column of the table as follows: 1, AOM; 2, H2/CO2 reductive acetogenesis; 3, methanogenesis; 4, sulfate reduction; 5, ferric iron reduction; 6, nitrate reduction; and 7, organohalide respiration.
The theoretical H2 consumption threshold concentrations were calculated based on equation 6 using a ΔG′ = −10 kJ/mol H2 and assumed standard conditions for all other reactants (1 M for solutes and 1 atm for gases).
Shown are experimentally determined H2 threshold concentrations reported in the literature (51, 52, 55, 58, 59, 66, 81, 82). The measured data are substantially higher than the theoretical values because the available analytical instrumentation cannot measure H2 reliably below 50 ppb (∼0.04 nM).
Gibbs free energy changes (ΔG) associated with anaerobic CH4 oxidation coupled to the reduction of different electron acceptors under standard conditions (ΔG°′ values) and environmentally relevant concentrations of reactants and products (ΔG′ values)
| Redox reaction | Δ | Δ | ||||
|---|---|---|---|---|---|---|
| CH4 | EA | Electrons | CH4 | EA | Electrons | |
| CH4(g) + SO42– + H+ → HCO3– + H2S(aq) + H2O | –16.5 | –16.5 | –2.06 | –5.0 | –5.0 | −0.63 |
| CH4(g) + 8Fe(OH)3(s) + 15H+ → HCO3– + 8Fe2+ + 21H2O | 46.2 | 5.78 | 5.78 | –144.1 | –18.0 | –18.0 |
| CH4(g) + 4 2-CP(aq) + 3H2O → HCO3– + 4 phenol(aq) + 5H+ + 4Cl– | –476.3 | –119.1 | −59.5 | –486.2 | –121.6 | –60.8 |
| CH4(g) + 4 MCB(aq) + 3H2O → HCO3– + 4 benzene(aq) + 5H+ + 4Cl– | –477.9 | –119.5 | –59.7 | –499.3 | –124.8 | –62.4 |
| CH4(g) + 4NO3– → HCO3– + 4NO2– + H2O + H+ | –510.7 | –127.7 | –63.8 | –501.4 | –125.4 | –62.7 |
| CH4(g) + 4 PCE(aq) + 3H2O → HCO3– + 4TCE(aq) + 5H+ + 4Cl– | –557.9 | –139.5 | –69.7 | –574.0 | –143.5 | –71.8 |
| CH4(g) + 4 TCE(aq)+ 3H2O → HCO3– + 4 cDCE(aq) + 5H+ + 4Cl– | –539.9 | –135.0 | –67.5 | –568.8 | –142.2 | –71.1 |
| CH4(g) + 4 1,2-DCA(aq) + 2H2O → HCO3– + 4 ethene(aq) + 9H+ + 8Cl– | −853.5 | –213.4 | −106.7 | –839.5 | −209.9 | −104.9 |
The ΔG°′ values for all reactions except reductive dechlorination of tetrachloroethene (PCE) to trichloroethene (TCE) were calculated using Geochemists WorkBench (GWB14). The ΔG°′ for reductive dechlorination was calculated according to Dolfing and Janssen (51). The ΔG′ values were calculated according to equation 5 (see the text) with CH4 substituting for H2 and using the concentration values listed below. Abbreviations: PCE, tetrachloroethene; TCE, trichloroethene; cDCE, cis-1,2-dichloroethene; 1,2-DCA, 1,2-dichloroethane; MCB, monochlorobenzene; 2-CP, 2-chlorophenol; EA, electron acceptor; (g), gas phase; (aq), aqueous phase; (s), solid. The following concentrations were used for calculating ΔG′ values: HCO3–, 2.020 × 10−2 M; CH4, 3.000 × 10−5 M; SO42–, 5.200 × 10−3 M; H2S, 8.000 × 10−4 M; Fe2+, 3.000 × 10−5 M; NO3–, 1.850 × 10−4 M; NO2–, 1.160 × 10−5 M; PCE, 3.190 × 10−7 M; TCE, 7.290 × 10−7 M; Cl–, 1.690 × 10−2 M; acetate, 1.000 × 10−4 M; cDCE, 4.570 × 10−7 M; DCA, 4.730 × 10−7 M; ethene, 1.340 × 10−3 M; 2-CP, 5.072 × 10−7 M; phenol, 2.178 × 10−6 M; MCB, 5.313 × 10−7 M; benzene, 7.105 × 10−7 M.
FIG 2Visualization of ΔG′ values calculated per mol of electron acceptor consumed for different redox reactions versus the H2 concentration. Depicted are the redox reactions 3 to 7 listed in Table 2. The ΔG′ values were calculated according to equation 6 except for AOM, which was calculated according to equation 3 (see the text). The minimum Gibbs free energy yield allowing an anaerobic microbe to conserve energy falls in the range of −10 ± 1 kJ/mol for each reaction (horizontal, dashed black line). At Gibbs free energy changes greater (i.e., more positive) than −10 ± 1 kJ/mol, microorganisms cannot conserve energy and cease metabolic activity (53). The concentrations of chemical species representative of environments favoring sulfate reduction, ferric iron reduction, nitrate reduction, and organohalide respiration were retrieved from published data (53, 79) and the Substance Priority List database (www.atsdr.cdc.gov/spl/resources/index.html). The following concentrations were used for calculating ΔG′ at different H2 concentrations: HCO3–, 2.020 × 10−2 M; CH4, 3.000 × 10−5 M; SO42–, 5.200 × 10−3 M; H2S, 8.000 × 10−4 M; Fe2+, 3.000 × 10−5 M; NO3–, 1.850 × 10−4 M; NO2–, 1.160 × 10−5 M; PCE, 3.190 × 10−7 M; TCE, 7.290 × 10−7 M; Cl–, 1.690 × 10−2 M; acetate, 1.000 × 10−4 M; cDCE, 4.570 × 10−7 M. The headspace partial pressures of CH4 and H2 were converted to aqueous concentration units (M) using Henry’s law constants of 1.4 × 10−5 for CH4 and of 7.8 × 10−6 for H2 (80, 82). The dashed vertical lines indicate the theoretical H2 consumption threshold concentrations for each reaction. The abbreviations CH4, SO42–, Fe3+, NO3–, and R-Cl indicate different redox processes utilizing H2 as the electron donor, including methanogenesis (reaction 3 in Table 2), sulfate reduction (reaction 4), iron reduction (reaction 5), nitrate reduction to nitrite (reaction 6), and reductive dechlorination (reaction 7), respectively.