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Engineering Thermodynamics

Engineering Thermodynamics
In a reversible adiabatic process, the ratio of T1/T2 is equal to

(v1/v2)γ - 1/ γ
(v2/v1)γ - 1/ γ
(p2/p1)γ - 1/ γ
(p1/p2)γ - 1/ γ

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Engineering Thermodynamics
The area under the temperature-entropy curve (T – s curve) of any thermodynamic process represents

Heat rejected
Either heat absorbed or heat rejected
None of the listed here
Heat absorbed

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Engineering Thermodynamics
Change in enthalpy in a closed system is equal to heat transferred if the reversible process takes place at constant

Temperature
Internal energy
Pressure
Volume

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Engineering Thermodynamics
The ideal efficiency of a Brayton cycle without regeneration, with increase in pressure ratio will

Decrease
Increase
Increase/decrease depending on application
Remain unchanged

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Engineering Thermodynamics
First law of thermodynamics deals with

Conservation of energy
Conservation of heat
Conservation of mass
Conservation of momentum

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Engineering Thermodynamics
For a perfect gas, according to Boyle’s law (where P = Absolute pressure, V = Volume and T = Absolute temperature)

P/T = constant, if v is kept constant
V/T = constant, if p is kept constant
P v = constant, if T is kept constant
T/P = constant, if v is kept constant

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