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Questions and Answers
What is the advantage of the isobaric heat addition process in the Joule cycle?
What is the assumption made in the Joule cycle regarding heat transfer during compression and expansion strokes?
What is the assumption made about the engine in the air standard cycle?
What is replaced by an equivalent energy addition process from an external source?
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What is the formula for the efficiency of the Joule cycle?
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What is the assumption made about the air in the air standard cycle?
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Which cycle has the highest efficiency for the same maximum pressure and temperature?
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What is the name of the inventor of the Air Standard Otto cycle?
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What is the main difference between the Otto cycle and the Diesel cycle?
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What type of combustion process is used in the Dual Cycle?
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What is the process that occurs during the stroke 0-1 in the Otto cycle?
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What is the result of a longer compression stroke in the Diesel cycle?
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What is the characteristic of the compression ratio in the Dual Cycle compared to Diesel engines?
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What is the comparison between the Dual cycle and the Otto cycle in terms of efficiency?
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What is the effect of the isentropic compression on the temperature of the gas?
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What is the limitation of the efficiency of the Joule cycle?
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What is the efficiency of the Dual Cycle compared to the Otto cycle?
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What is the purpose of considering only the cycle 1-2-3-4 in the Otto cycle?
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What is the Otto cycle?
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What is the process that occurs during the compression stroke in the Dual Cycle?
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What is the characteristic of the Brayton cycle?
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What is the process that occurs during the heat addition stage in the Brayton cycle?
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What is the formula for the efficiency of the Brayton cycle?
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What is the purpose of the exhaust stroke in the Dual Cycle?
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What is the assumption made in the processes of the Otto cycle and Diesel cycle?
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In the Otto cycle, what is the process between points 2-3?
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What is the equation for the efficiency of the Otto cycle?
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Why is the Diesel cycle more efficient than the Otto cycle?
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What is the process between points 2-3 in the Diesel cycle?
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What is the equation for the efficiency of the Diesel cycle?
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What is the characteristic of the Diesel cycle that leads to higher thermal efficiency?
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What is the name of the thermodynamic cycle that combines elements of both the Otto and Diesel cycles?
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What is the primary difference between the Rankine cycle and the Modified Rankine Cycle?
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What is the purpose of the reheat process in the Modified Rankine Cycle?
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What is the primary advantage of the Carnot cycle over the Rankine cycle?
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What is the typical efficiency of the Rankine cycle?
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What is the purpose of the regeneration process in the Modified Rankine Cycle?
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What is the working fluid used in the Rankine cycle?
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What is the primary application of the Rankine cycle?
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What is the formula for the maximum possible efficiency of a heat engine in the Carnot cycle?
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Study Notes
Air Standard Cycles
- Air standard cycles are used to model the operation of internal combustion engines.
- Assumptions:
- The engine operates on a closed cycle with a fixed mass of air.
- The combustion process is replaced by an equivalent energy addition process.
- The exhaust process is replaced by an equivalent energy rejection process.
- The air behaves like an ideal gas with constant specific heat.
Otto Cycle
- Named after Nikolaus A. Otto.
- Consists of four processes: suction, compression, expression, and exhaust.
- Assumptions:
- Ideal gas behavior.
- Constant specific heat capacities.
- No heat transfer during compression and expansion strokes.
- No friction or other losses.
- Efficiency calculation:
- Work done: W = pdV = (p3V3 - p4V4) + (p2V2 - p1V1).
- Heat input: Q_in = m * cp * (T3 - T2).
- Heat output: Q_out = m * cp * (T4 - T1).
- Efficiency: η = W / Q_in = (1 - (Q_out / Q_in)).
- Theoretical efficiency: η = 1 - (1/r)^(-1), where r is the compression ratio.
Diesel Cycle
- Models the operation of a diesel engine.
- Consists of four processes: compression, fuel injection and combustion, expansion, and exhaust.
- Assumptions:
- Ideal gas behavior.
- Constant specific heat capacities.
- No heat transfer during compression and expansion strokes.
- No friction or other losses.
- Efficiency calculation:
- Work done: W = pdV = (p3V3 - p4V4) + (p2V2 - p1V1).
- Heat input: Q_in = m * cv * (T3 - T2).
- Heat output: Q_out = m * cv * (T4 - T1).
- Efficiency: η = W / Q_in = (1 - (Q_out / Q_in)).
- Theoretical efficiency: η = 1 - (1/r)^(-1) * (1 - (1/)^(-1)), where r is the compression ratio and is the cutoff ratio.
Dual Cycle
- Combines elements of the Otto and Diesel cycles.
- Consists of four processes: compression, fuel injection and combustion, expansion, and exhaust.
- Assumptions:
- Ideal gas behavior.
- Constant specific heat capacities.
- No heat transfer during compression and expansion strokes.
- No friction or other losses.
- Efficiency calculation:
- Work done: W = pdV = (p3V3 - p4V4) + (p2V2 - p1V1).
- Heat input: Q_in = m * cv * (T3 - T2).
- Heat output: Q_out = m * cv * (T4 - T1).
- Efficiency: η = W / Q_in = (1 - (Q_out / Q_in)).
- Theoretical efficiency: η = 1 - (1/r)^(-1) * (1 - (1/)^(-1)) * (T2/T3).
Brayton Cycle
- Models the operation of a gas turbine engine.
- Consists of four processes: compression, isobaric heat addition, expansion, and isobaric heat rejection.
- Assumptions:
- Ideal gas behavior.
- Constant specific heat capacities.
- No heat transfer during compression and expansion strokes.
- No friction or other losses.
- Efficiency calculation:
- Work done: W = pdV = (p3V3 - p4V4) + (p2V2 - p1V1).
- Heat input: Q_in = m * cp * (T3 - T2).
- Heat output: Q_out = m * cp * (T4 - T1).
- Efficiency: η = W / Q_in = (1 - (Q_out / Q_in)).
- Theoretical efficiency: η = 1 - (1/PR)^(-1) * (TR - 1) / ( (TR - 1)), where PR is the pressure ratio and TR is the temperature ratio.
Comparison of Cycles
- Auto (Otto) Cycle: lower efficiency (~25-30%), lower mean effective pressure (MEP), and lower work output.
- Diesel Cycle: higher efficiency (~40-45%), higher mean effective pressure (MEP), and higher work output.
- Dual Cycle: efficiency between Otto and Diesel cycles (~35-40%), mean effective pressure (MEP) between Otto and Diesel cycles, and work output between Otto and Diesel cycles.
Rankine Cycle
- Models the operation of a steam turbine power plant.
- Consists of four processes: isentropic compression, isobaric heat addition, isentropic expansion, and isobaric heat rejection.
- Modified Rankine Cycle:
- Reheat: increases the average temperature of heat addition.
- Regeneration: reduces the temperature difference between heat addition and rejection.
- Superheating: increases the steam temperature and reduces condensation losses.
Comparison of Rankine and Carnot Cycles
- Rankine Cycle: used in steam power plants, involves water as the working fluid, and has a typical efficiency of 33-40%.
- Carnot Cycle: ideal cycle, not practical for implementation, involves an ideal gas as the working fluid, and has a maximum possible efficiency of η = 1 - (Tc/Th).
- Comparison: Rankine cycle is more practical and widely used, while Carnot cycle is ideal and theoretical.
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Description
Learn about the approximations made in thermodynamic analysis of internal combustion engines, including closed cycle operation and energy addition/rejection processes.