LIST I | LIST II |
---|---|
A. \( \Delta H = -ve, \Delta S = -ve, \Delta G = -ve \) | I. Reaction will be non-spontaneous at high temperature |
B. \( \Delta H = -ve, \Delta S = -ve, \Delta G = +ve \) | II. Reaction will be non-spontaneous at low temperature |
C. \( \Delta H = +ve, \Delta S = +ve, \Delta G = +ve \) | III. Reaction will be spontaneous at low temperature |
D. \( \Delta H = +ve, \Delta S = +ve, \Delta G = -ve \) | IV. Reaction will be spontaneous at high temperature |
To correctly match the thermodynamic parameters from List I with their corresponding descriptions in List II, we need to analyze each case based on the Gibbs free energy equation: \[ \Delta G = \Delta H - T \Delta S \] Where:
The spontaneity of a reaction depends on the sign of \( \Delta G \):
Additionally, the effect of temperature on spontaneity varies based on the signs of \( \Delta H \) and \( \Delta S \):
Now, let’s analyze each item in List I and match it with the appropriate description in List II.
Summary of Matching:
\[ \text{(A)} \, -\Delta H, -\Delta S, -\Delta G \rightarrow \text{III. Spontaneous at low temp} \\ \text{(B)} \, -\Delta H, -\Delta S, +\Delta G \rightarrow \text{I. Non-spontaneous at high temp} \\ \text{(C)} \, +\Delta H, +\Delta S, +\Delta G \rightarrow \text{II. Non-spontaneous at low temp} \\ \text{(D)} \, +\Delta H, +\Delta S, -\Delta G \rightarrow \text{IV. Spontaneous at high temp} \] Therefore, the correct matching is:
\[ \boxed{\text{(A) - (III), (B) - (I), (C) - (II), (D) - (IV)}} \]
LIST I | LIST II |
A. Subcooled water | I. 1 bar and 134°C |
B. Superheated steam | II. Dryness fraction = 1 and 100°C |
C. Steam at critical state | III. 20°C and 1.01325 bar |
D. Saturated steam | IV. 374.15°C and 220.8 bar |
Choose the correct answer from the options given below:
LIST I (Component) | LIST II (Equipment used in) |
A. Draft Tube | III. Francis Turbine |
B. Thermostatic Expansion Valve | II. Cold Storage |
C. Feed Water Heater | I. Thermal Power Plant |
D. Automatic Expansion Valve | IV. Central AC Plant |