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Obsidian Pool
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"Little
Hottie"
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Equation
used to calculate values of ΔrG:
ΔrG = ΔrGº
+ RT ln Q
R
= 1.987 cal/mol-K
T
= ºC + 273.15
Q
= Π aiνi,r
|
Using the data provided in the table, we can explore the effects of changes in lactate and lactic acid activities on the total energy. As Figure 1 demonstrates, more energy is available to the organism with an increased activity of substrate. In addition, there appears to be more energy from reaction 2 in the acidic spring “Little Hottie” than reaction 1 in the neutral spring Obsidian Pool. In these calculations , only the activities of the organic compounds were allowed to change, all other activities were held at the constant values shown in the table. The amount of energy would also change if the activities of other products and reactants were to change. In order to explore the effects of these changes on the growth rates of microorganisms, various media compositions can be designed using a thermodynamic analysis.

Figure 1: Thermodynamic calculations of Gibbs energy
Modified Baar’s medium for sulfate-reducers
MgSO4·7H2O
2.0g
Na3C6H5O7·2H2O
5.0g
CaSO4·2H2O
1.0g
NH4Cl
1.0g
K2HPO4
0.5g
C3H5NaO3
3.5g
yeast
1.0g
distilled H2O 1L
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2
CH3CHOHCOO- (lactate)
+
3SO42-
+
2H+
↔
6HCO3-
+
3H2S(aq)
|
Future work: Laboratory experiments involving differing Gibbs energy to microorganisms.
Formulate media of different Gibbs energy.
Develop protocols for analysis of products and reactants.
Conduct experiments involving Desulfovibrio vulgaris (Hildenborough).
Conduct experiments involving a thermophilic sulfate-reducer (to be determined).