ChE Thermodynamics Flashcards
(513 cards)
Maximum work that could be secured by expanding the gas over a given pressure range is the __________ work.
isothermal
adiabatic
isentropic
none of these
isothermal
W = PΔV
Internal energy change of a system over one complete cycle in a cyclic process is ____.
zero
+ve
-ve
dependent on the path
zero
Heating of water under atmospheric pressure is an __________ process.
isochoric
isobaric
adiabatic
isothermal
isobaric
Van Laar equation deals with the activity co-efficients in
binary solutions
ternary solutions
azeotropic mixture only
none of these
binary solutions
High __________ is an undesirable property for a good refrigerant.
specific heat
latent heat of vaporisation
viscosity
specific vapor volume
viscosity
Solubility of a substance which dissolves with an increase in volume and liberation of heat will be favoured by the _____.
low pressure and high temperature.
low pressure and low temperature.
high pressure and low temperature.
high pressure and high temperature.
low pressure and low temperature.
Entropy is a measure of the __________ of a system.
disorder
orderly behaviour
temperature changes only
none of these
disorder
A chemical reaction will occur spontaneously at constant pressure and temperature, if the free energy is
zero
positive
negative
none of these
negative
Fundamental principle of refrigeration is based on the __________ law of thermodynamics.
zeroth
first
second
third
second
The second law of thermodynamics states that heat cannot spontaneously flow from a cold body to a hot body.
For a spontaneous process, free energy
is zero
increases
decreases whereas the entropy increases
and entropy both decrease
decreases whereas the entropy increases
A refrigeration cycle is a reversed heat engine. Which of the following has the maximum value of the co-efficient of performance (COP) for a given refrigeration effect ?
Vapor compression cycle using expansion valve.
Air refrigeration cycle.
Vapor compression cycle using expansion engine.
Carnot refrigeration cycle.
Carnot refrigeration cycle.
In a working refrigerator, the value of COP is always
0
< 0
< 1
> 1
> 1
COP = Qc/W. The work removed from the cold reservoir is always greater than the work required to operate the ref.
_________ increases with increase in pressure.
The melting point of wax
The boiling point of a liquid
both (a) and (b)
neither (a) nor (b)
both (a) and (b)
A refrigerator may be termed as a
heat pump
heat engine
Carnot engine
none of these
heat pump
For a stable phase at constant pressure and temperature, the fugacity of each component in a binary system __________ as its mole fraction increases.
decreases
increases
remains same
decreases linearly
increases
Which of the following is not an intensive property ?
Chemical potential
Surface tension
Heat capacity
None of these
Heat capacity
Dependent on mass as unit is J/g*°C. The intensive property is the specific heat capacity.
Out of the following refrigration cycles, which one has the minimum COP (Co-efficient of performance)?
Air cycle
Carnot cycle
Ordinary vapour compression cycle
Vapour compression with a reversible expansion engine
Air cycle
↑COP ↑efficiency:
Air cycle < ordinary vapor < vapor compression < carnot
Measurement of thermodynamic property of temperature is facilitated by __________ law of thermodynamics.
1st
zeroth
3rd
none of these
zeroth
The theoretical minimum work required to separate one mole of a liquid mixture at 1 atm, containing 50 mole % each of n- heptane and n- octane into pure compounds each at 1 atm is
-2 RT ln 0.5
-RT ln 0.5
0.5 RT
2 RT
-RT ln 0.5
Keeping the pressure constant, to double the volume of a given mass of an ideal gas at 27°C, the temperature should be raised to __________ °C.
270
327
300
540
327
Entropy of an ideal gas depends upon its
pressure
temperature
both (a) & (b)
neither (a) nor (b)
both (a) & (b)
Isobaric process means a constant process.
temperature
pressure
volume
entropy
pressure
No work is done by the system, when a reaction occurs at constant
volume
temperature
pressure
none of these
volume
W = PΔV
If the vapour pressure at two temperatures of a solid phase in equilibrium with its liquid phase are known, then the latent heat of fusion can be calculated by the
Maxwell’s equation
Clayperon-Claussius equation
Van Laar equation
Nernst Heat Theorem
Clayperon-Claussius equation