For a quasi-equilibrium process, the area under its path on a pressure–volume diagram represents work done by the system.
6 Basic Thermodynamic Processes Online Quiz Questions
Use this free practice quiz with 20 questions to review 6 Basic Thermodynamic Processes, test your knowledge, and prepare for your next test or exam.
What is the standard term for work associated with motion of a system boundary?
A process at fixed pressure is , while a process at fixed volume is .
A rigid, sealed tank receives 240 J of heat. The system has negligible kinetic and potential energy changes. What is its change in internal energy?
- A
ΔU=0
- B
ΔU=240 J
- C
ΔU=−240 J
- D
ΔU=480 J
Every adiabatic process is reversible and has constant entropy.
- A
True
- B
False
A closed system receives 520 J of heat and does 170 J of work. Using ΔU=Q−W, what is ΔU? Enter the value in joules.
For a fixed amount of ideal gas undergoing a constant-pressure process, which relation gives the heat transfer when specific heats are constant?
- A
Q=mcvΔT
- B
Q=0
- C
Q=mcpΔT
- D
Q=mcp
For a closed system with negligible kinetic and potential energy changes, select all conclusions that follow from ΔU=Q−W.
- A
If Q=0, then ΔU=−W.
- B
If W=0, then ΔU=Q.
- C
If Q>0 and W>0, then ΔU must be positive.
- D
If Q=W, then ΔU=0.
For an ideal gas with constant specific heats, ΔU=mcvΔT; the subscript v indicates that the specific heat is measured at volume.
For the polytropic model PVn=constant, select all statements that correctly describe its special cases or the meaning of n.
- A
For n=0, the polytropic relation describes a constant-pressure process.
- B
For an ideal gas, n=1 gives an isothermal process.
- C
For an ideal gas with constant specific heats, n=γ corresponds to a reversible adiabatic process.
- D
The polytropic exponent is a universal property of the gas, independent of the process path.
Under which conditions can an ideal-gas process be described by PVγ=constant?
- A
Any adiabatic process, including an irreversible one
- B
A reversible or quasi-static adiabatic process of an ideal gas with constant specific heats
- C
Any isothermal process of an ideal gas
- D
A constant-pressure process of an ideal gas
A fixed mass of gas follows a quasi-equilibrium polytropic path with n=2, from P1=200 kPa, V1=0.10 m3 to P2=50 kPa, V2=0.20 m3. Calculate the boundary work done by the gas in kilojoules and state what the sign indicates.
An ideal gas expands at constant pressure from 0.20 m3 to 0.35 m3 while its pressure is 150 kPa. What boundary work does the gas do?
- A
22.5 kJ
- B
52.5 kJ
- C
−22.5 kJ
- D
0.15 kJ
A 1 kg ideal gas expands quasi-equilibrially at constant temperature T=300 K, with specific gas constant R=0.287 kJ/(kg⋅K) and volume ratio V2/V1=e. Calculate the work done by the gas. Enter the value in kilojoules.
A closed system receives 70 kJ of heat and does 25 kJ of work. Using ΔU=Q−W, what is its change in internal energy?
- A
20 kJ
- B
45 kJ
- C
70 kJ
- D
95 kJ
A gas is heated in a rigid, sealed tank. Which statement describes its boundary work and the relation between heat transfer and internal energy change?
- A
The gas does positive boundary work, and Q>ΔU.
- B
The gas does zero boundary work, and Q=0.
- C
The gas does zero boundary work, and Q=ΔU.
- D
The gas does negative boundary work, and Q<ΔU.
An ideal gas expands at a constant pressure of 150 kPa from 0.20 m3 to 0.50 m3. How much boundary work does it do?
- A
30 kJ
- B
45 kJ
- C
75 kJ
- D
105 kJ
An ideal gas expands while its temperature remains constant. Which statement follows from the first law?
- A
ΔU=0, so the heat received equals the work done.
- B
Q=0, so the internal energy change equals the negative of the work.
- C
W=0, so all the heat received raises internal energy.
- D
The internal energy increases because the gas expands.
True or false: The polytropic exponent n is a universal property of a gas, independent of the process it follows.
- A
True
- B
False
What term describes a reversible (or quasi-static) adiabatic process of an ideal gas with constant specific heats?