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Mechanical Engineering

Thermodynamics, hydraulics, machine design

179 Q 2 Topics Take Test
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Difficulty: All Easy Medium Hard 101–110 of 179
Topics in Mechanical Engineering
All Thermodynamics 100 Fluid Mechanics 79
Q.101 Easy Thermodynamics
Which of the following statements about entropy is INCORRECT?
A Entropy is a measure of molecular disorder or randomness
B Entropy always increases for an irreversible adiabatic process
C Entropy of a reversible isothermal process equals Q/T
D Entropy of the universe decreases for spontaneous processes
Correct Answer:  D. Entropy of the universe decreases for spontaneous processes
EXPLANATION

The Second Law states entropy of the universe INCREASES (ΔS_universe > 0) for spontaneous/irreversible processes, not decreases.

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Q.102 Hard Thermodynamics
A Rankine cycle operates between 8 MPa (saturation temp ≈ 295°C) and 0.01 MPa (saturation temp ≈ 45°C). The isentropic efficiency of the turbine is 85%. If inlet enthalpy to turbine is 2800 kJ/kg and exit enthalpy for isentropic expansion is 2300 kJ/kg, the actual exit enthalpy is:
A 2300 kJ/kg
B 2458 kJ/kg
C 2575 kJ/kg
D 2650 kJ/kg
Correct Answer:  C. 2575 kJ/kg
EXPLANATION

ηt = (h_in - h_out_actual)/(h_in - h_out_isentropic) → 0.85 = (2800 - h_actual)/(2800 - 2300) → h_actual = 2575 kJ/kg

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Q.103 Medium Thermodynamics
The van der Waals equation accounts for real gas behavior with correction terms. Which statement is correct?
A The 'a' term corrects for intermolecular attractive forces, 'b' for molecular volume
B The 'a' term corrects for molecular volume, 'b' for intermolecular forces
C Both terms only affect pressure at very high densities
D Real gases follow ideal gas law at all pressures when molecular size is negligible
Correct Answer:  A. The 'a' term corrects for intermolecular attractive forces, 'b' for molecular volume
EXPLANATION

van der Waals equation: (P + a/V²)(V - b) = RT. The 'a' term represents attractive forces; 'b' represents excluded volume.

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Q.104 Medium Thermodynamics
For a reversible process in an isolated system (adiabatic, no work), the entropy change is:
A ΔS = 0
B ΔS > 0
C ΔS < 0
D ΔS can be positive or negative
Correct Answer:  A. ΔS = 0
EXPLANATION

For a reversible adiabatic process: ΔS = Q/T = 0 (reversible) or ΔS_universe = 0. Entropy of the system remains constant.

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Q.105 Medium Thermodynamics
In a Otto cycle (spark ignition engine), which process is isochoric (constant volume)?
A Intake and exhaust strokes only
B Compression and expansion (power stroke) are adiabatic
C Heat addition and heat rejection occur at constant volume
D All expansion processes
Correct Answer:  C. Heat addition and heat rejection occur at constant volume
EXPLANATION

Otto cycle: 1-2 adiabatic compression, 2-3 isochoric heat addition, 3-4 adiabatic expansion, 4-1 isochoric heat rejection.

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Q.106 Easy Thermodynamics
The relationship between specific heats Cp - Cv for an ideal gas is:
A Cp - Cv = R
B Cp - Cv = 2R
C Cp = Cv (they are equal)
D Cp - Cv = R/M where M is molar mass
Correct Answer:  A. Cp - Cv = R
EXPLANATION

Mayer's relation: Cp - Cv = R (per mole). This is fundamental for ideal gases.

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Q.107 Medium Thermodynamics
A throttling process (Joule-Thomson expansion) through a valve is characterized by:
A Constant enthalpy
B Constant temperature
C Constant entropy
D Zero work and zero heat transfer
Correct Answer:  A. Constant enthalpy
EXPLANATION

In throttling, the process is isenthalpic (h₁ = h₂). Temperature may change depending on the Joule-Thomson coefficient.

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Q.108 Medium Thermodynamics
According to the First Law of Thermodynamics for a closed system: dU = δQ - δW. If a gas is compressed adiabatically, which is true?
A ΔU = W (work done ON the gas increases internal energy)
B ΔU = -W (internal energy decreases)
C ΔU = 0 always
D Q = W
Correct Answer:  A. ΔU = W (work done ON the gas increases internal energy)
EXPLANATION

In adiabatic process, Q=0, so ΔU = -W or ΔU = W (depending on sign convention). Work done ON gas is positive, increasing internal energy.

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Q.109 Hard Thermodynamics
A reciprocating compressor compresses air from 1 bar, 300 K to 10 bar. If the process follows PVⁿ = constant with n=1.25, what is the specific work required per kg of air? (R=287 J/kg·K)
A 180 kJ/kg
B 220 kJ/kg
C 280 kJ/kg
D 320 kJ/kg
Correct Answer:  B. 220 kJ/kg
EXPLANATION

W = [nRT₁/(n-1)][(P₂/P₁)^((n-1)/n) - 1] = [1.25×287×300/0.25][10^0.2 - 1] ≈ 220 kJ/kg

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Q.110 Easy Thermodynamics
The enthalpy of vaporization (latent heat) of water at 100°C is 2257 kJ/kg. This represents:
A The heat needed to convert 1 kg of liquid water to steam at constant temperature and pressure
B The heat released when steam condenses
C Both (a) and (b)
D The sensible heat of water
Correct Answer:  C. Both (a) and (b)
EXPLANATION

Latent heat is absorbed during vaporization and released during condensation. Both statements are correct.

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