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Chemical Engineering

Process design, thermodynamics, reactions

247 Q 5 Topics Take Mock Test
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Difficulty: All Easy Medium Hard 11–20 of 247
Topics in Chemical Engineering
Q.11 Medium Thermodynamics
The reduced temperature T_r and reduced pressure P_r are defined using critical point parameters. A substance at T_r = 0.9 and P_r = 2.0 is classified as:
A Supercritical fluid
B Subcritical but compressed liquid
C Gas phase
D At critical point
Correct Answer:  B. Subcritical but compressed liquid
EXPLANATION

T_r < 1 means T < T_c (subcritical). P_r = 2 means P > 2P_c (high pressure). This combination indicates compressed liquid state.

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Q.12 Medium Thermodynamics
The Gibbs phase rule F = C - P + 2 indicates that for a binary system with 2 phases:
A 1 degree of freedom exists (intensive variables)
B 2 degrees of freedom exist
C 3 degrees of freedom exist
D 0 degrees of freedom (invariant system)
Correct Answer:  A. 1 degree of freedom exists (intensive variables)
EXPLANATION

F = C - P + 2 = 2 - 2 + 2 = 2, but if we consider only intensive variables at fixed P, then F = 1. Temperature alone determines composition of both phases.

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Q.13 Medium Thermodynamics
A heat engine operating between 800 K and 300 K has actual efficiency of 40%. Its carnot efficiency is:
A 62.5%
B 50%
C 40%
D 37.5%
Correct Answer:  A. 62.5%
EXPLANATION

Carnot efficiency = 1 - T_c/T_h = 1 - 300/800 = 500/800 = 0.625 or 62.5%. Actual efficiency (40%) is always less than Carnot efficiency.

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Q.14 Medium Thermodynamics
The second law of thermodynamics can be expressed as:
A For isolated systems, ΔS_universe = 0 always
B For isolated systems, ΔS_universe ≥ 0, with equality for reversible processes
C Entropy always increases for spontaneous processes
D All spontaneous processes have negative ΔG
Correct Answer:  B. For isolated systems, ΔS_universe ≥ 0, with equality for reversible processes
EXPLANATION

Second law states ΔS_univ ≥ 0 for isolated systems. Equality holds for reversible processes, inequality for irreversible processes (ΔS_univ > 0).

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Q.15 Medium Thermodynamics
The compressibility factor Z for a real gas at high pressure and low temperature typically shows:
A Z > 1, indicating repulsive forces dominate
B Z < 1, indicating attractive forces dominate
C Z = 1 at all conditions for real gases
D Z varies linearly with pressure
Correct Answer:  B. Z < 1, indicating attractive forces dominate
EXPLANATION

At high P and low T, attractive intermolecular forces dominate over repulsion, making Z < 1. This indicates volume is less than ideal gas volume (PV < nRT).

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Q.16 Medium Thermodynamics
For an isothermal reversible expansion of 2 moles of ideal gas from 10 L to 50 L at 300 K:
A W = 2RT ln(5) ≈ 25.76 kJ
B W = nRT ln(V_f/V_i) ≈ 12.88 kJ
C W = -nRT ln(V_f/V_i) ≈ -12.88 kJ
D W = P(V_f - V_i) ≈ 80 kJ
Correct Answer:  C. W = -nRT ln(V_f/V_i) ≈ -12.88 kJ
EXPLANATION

W = -∫PdV = -nRT ln(V_f/V_i) = -2×8.314×300×ln(5) ≈ -12.88 kJ. Work done by system is negative (work done on surroundings).

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Q.17 Medium Thermodynamics
The Legendre transformation from U(S,V) to F(T,V) replaces which variable pair?
A S with T, keeping V unchanged
B V with P, keeping S unchanged
C Both S and V with T and P
D T with S, keeping P unchanged
Correct Answer:  A. S with T, keeping V unchanged
EXPLANATION

Helmholtz free energy F = U - TS is the Legendre transform of U with respect to entropy S, replacing it with conjugate variable T, while V remains unchanged.

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Q.18 Medium Thermodynamics
For a system at constant T and P, which statement about activity coefficient γ is true?
A γ = 1 always for ideal solutions
B γ > 1 indicates negative deviation from Raoult's law
C γ is independent of composition
D γ → 1 as mole fraction → 0 at infinite dilution
Correct Answer:  A. γ = 1 always for ideal solutions
EXPLANATION

By definition, γ = 1 for ideal solutions. Activity coefficient accounts for non-ideal behavior. γ > 1 indicates positive deviation (activity > mole fraction).

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Q.19 Medium Thermodynamics
The fugacity coefficient φ for a pure component relates to which thermodynamic property?
A Deviation from ideal gas behavior at given T and P
B Ratio of entropy to enthalpy
C Only dependent on temperature
D Independent of pressure for all substances
Correct Answer:  A. Deviation from ideal gas behavior at given T and P
EXPLANATION

Fugacity coefficient φ = f/P measures deviation from ideality. For ideal gas, φ = 1. It depends on both T and P and accounts for non-ideal intermolecular forces.

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Q.20 Medium Thermodynamics
In a throttling process (Joule-Thomson expansion), for an ideal gas, the enthalpy change is:
A Positive and equals PΔV
B Negative and equals -TΔS
C Zero
D Equal to internal energy change
Correct Answer:  C. Zero
EXPLANATION

For an ideal gas, h depends only on temperature. Since throttling is isenthalpic (h constant), temperature remains constant, making ΔH = 0.

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