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Questions and Answers
In a thermodynamic system, what distinguishes the 'system' from the 'surroundings'?
In a thermodynamic system, what distinguishes the 'system' from the 'surroundings'?
- The state of equilibrium.
- The amount of entropy.
- The type of energy.
- The boundary. (correct)
Which of the following scenarios violates the Second Law of Thermodynamics?
Which of the following scenarios violates the Second Law of Thermodynamics?
- A perfectly insulated container maintains a constant temperature.
- Water freezes in a freezer.
- A heat engine converts all heat input into work. (correct)
- Friction causes a moving object to slow down and stop.
For a real gas, under what conditions would its behavior be closest to that of an ideal gas?
For a real gas, under what conditions would its behavior be closest to that of an ideal gas?
- High pressure and high temperature.
- Low pressure and low temperature.
- High pressure and low temperature.
- Low pressure and high temperature. (correct)
Which thermodynamic property is most useful for determining the spontaneity of a process at constant temperature and pressure?
Which thermodynamic property is most useful for determining the spontaneity of a process at constant temperature and pressure?
In the context of combustion thermodynamics, what does 'excess air' refer to?
In the context of combustion thermodynamics, what does 'excess air' refer to?
Why is the concept of chemical potential important in understanding phase equilibrium?
Why is the concept of chemical potential important in understanding phase equilibrium?
Which of the following best describes the implications of the Zeroth Law of Thermodynamics?
Which of the following best describes the implications of the Zeroth Law of Thermodynamics?
What is the primary distinction between the Higher Heating Value (HHV) and Lower Heating Value (LHV) of a fuel?
What is the primary distinction between the Higher Heating Value (HHV) and Lower Heating Value (LHV) of a fuel?
In thermodynamics, what does the term 'state function' imply?
In thermodynamics, what does the term 'state function' imply?
What is the purpose of exergy analysis in thermodynamic systems?
What is the purpose of exergy analysis in thermodynamic systems?
Flashcards
Applied Thermodynamics
Applied Thermodynamics
The practical application of thermodynamic principles to analyze and design real-world systems.
Energy
Energy
The capacity to do work, existing in forms like kinetic, potential, thermal, and chemical.
Heat
Heat
The energy transfer due to temperature difference, flowing from high to low temperature.
Property (Thermodynamic)
Property (Thermodynamic)
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Equilibrium (Thermodynamic)
Equilibrium (Thermodynamic)
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Zeroth Law of Thermodynamics
Zeroth Law of Thermodynamics
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First Law of Thermodynamics
First Law of Thermodynamics
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Second Law of Thermodynamics
Second Law of Thermodynamics
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Third Law of Thermodynamics
Third Law of Thermodynamics
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Entropy (S)
Entropy (S)
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Study Notes
- Applied thermodynamics is the practical application of thermodynamic principles to the analysis and design of real-world systems and processes.
- It focuses on utilizing thermodynamic laws and concepts to solve engineering problems.
- It is crucial in various fields, including mechanical, chemical, aerospace, and environmental engineering.
Key Concepts
- Energy: The capacity to do work, existing in forms like kinetic, potential, thermal, and chemical.
- Work: Energy transfer from a force acting over a distance, often volume changes (gas expansion/compression).
- Heat: Energy transfer due to temperature difference, always flowing from higher to lower temperature.
- System: Defined region of space or matter under analysis.
- Surroundings: External elements affecting the system's behavior.
- Boundary: Separates the system from its surroundings.
- State: Condition of a system defined by its properties.
- Property: Macroscopic characteristic of a system (temperature, pressure, volume, density).
- Process: Any change a system undergoes from one state to another.
- Cycle: Series of processes returning a system to its initial state.
- Equilibrium: State where system properties are uniform, with no driving forces for change.
- Thermal equilibrium: Uniform temperature.
- Mechanical equilibrium: Uniform pressure.
- Chemical equilibrium: Uniform chemical potential.
Laws of Thermodynamics
- Zeroth Law: If two systems are in thermal equilibrium with a third, they are in equilibrium with each other, establishing temperature.
- First Law: Energy is conserved, converting from one form to another.
- Mathematical expression: ΔU = Q - W (ΔU: internal energy change, Q: heat added, W: work done).
- Second Law: Total entropy of an isolated system increases or remains constant (ideal), never decreasing.
- Entropy (S): Measures system disorder or randomness.
- Implications: Heat engines cannot be perfectly efficient; processes are irreversible.
- Third Law: As temperature approaches absolute zero, entropy approaches a minimum or zero value, providing an entropy calculation reference.
Thermodynamic Properties
- Temperature (T): Measures average kinetic energy of particles.
- Units: Kelvin (K) in SI; Rankine (°R) in English units.
- Pressure (P): Force per unit area exerted by a fluid.
- Units: Pascal (Pa) in SI; pounds per square inch (psi) in English units.
- Volume (V): Amount of space a substance occupies.
- Units: cubic meters (m³) in SI; cubic feet (ft³) in English units.
- Internal Energy (U): Energy from molecular motion and intermolecular forces.
- State function, depends on the current state, not the path.
- Enthalpy (H): Defined as H = U + PV (U: internal energy, P: pressure, V: volume).
- Useful for analyzing constant pressure processes.
- Entropy (S): Measures system disorder or randomness.
- Entropy increase indicates decreased energy available for work.
- Gibbs Free Energy (G): Defined as G = H - TS (H: enthalpy, T: temperature, S: entropy).
- Useful for determining the spontaneity at constant temperature and pressure.
Thermodynamic Processes
- Isothermal Process: Constant temperature process.
- Isobaric Process: Constant pressure process.
- Isochoric (Isometric) Process: Constant volume process.
- Adiabatic Process: No heat transfer between system and surroundings (Q = 0).
- Reversible Process: Can be reversed without affecting surroundings; an idealization.
- Irreversible Process: Cannot be reversed without affecting surroundings; all real-world processes.
- Polytropic Process: Follows PV^n = constant (n: polytropic index).
Thermodynamic Cycles
- Power Cycles: Convert heat into work.
- Examples: Rankine cycle (steam power plants), Otto cycle (gasoline engines), Diesel cycle (diesel engines), Brayton cycle (gas turbine engines).
- Refrigeration Cycles: Transfer heat from cold to hot reservoir, requiring work input.
- Examples: Vapor-compression, absorption refrigeration cycles.
- Heat Pump Cycles: Transfer heat from cold to hot reservoir, providing heating; similar to refrigeration cycles.
Applications
- Power Generation: Power plant design/analysis using steam, gas turbines, and internal combustion engines.
- Refrigeration and Air Conditioning: Design of cooling systems, air conditioners, and heat pumps.
- Chemical Processes: Analysis of reactions, phase equilibria, and separation processes.
- Aerospace Engineering: Design/optimization of propulsion systems (jet and rocket engines).
- Environmental Engineering: Analysis of environmental systems like air pollution control and waste heat recovery.
- Combustion: Analysis of combustion in engines/furnaces, including energy release and pollutant formation.
- Material Science: Understanding material thermodynamic properties and behavior.
Ideal Gas Model
- Assumptions: Gas particles have negligible volume, no interaction.
- Ideal Gas Law: PV = nRT (P: pressure, V: volume, n: moles, R: gas constant, T: temperature).
- Limitations: Good approximation at low pressures and high temperatures, deviates at high pressures/low temperatures due to intermolecular forces.
Real Gases
- Real gases deviate from ideal behavior.
- Equations of State: Complex equations (van der Waals, Redlich-Kwong, Peng-Robinson) model real gas behavior, accounting for intermolecular forces and volume.
- Compressibility Factor (Z): Quantifies real gas deviation from ideal; Z = PV/nRT.
Mixtures
- Mixtures of ideal gases: Dalton's Law states total pressure equals sum of partial pressures.
- Partial pressure: Pressure each gas exerts if occupying the entire volume alone.
- Mole fraction: Ratio of component moles to total moles in the mixture.
- Psychrometrics: Study of moist air thermodynamic properties (dry air and water vapor), important in air conditioning and meteorology.
Combustion Thermodynamics
- Stoichiometry: Quantitative relationships between reactants/products in reactions.
- Air-Fuel Ratio (AFR): Mass ratio of air to fuel in combustion.
- Theoretical Air: Minimum air for complete combustion.
- Excess Air: Air supplied beyond theoretical, ensuring complete combustion.
- Enthalpy of Formation: Enthalpy change when forming one mole of a substance from its elements in their standard states.
- Heating Value: Heat released during complete combustion of a unit mass/volume of fuel.
- Higher Heating Value (HHV): Includes water vaporization heat in products.
- Lower Heating Value (LHV): Excludes water vaporization heat in products.
Chemical Thermodynamics
- Chemical Potential: Gibbs free energy change w.r.t. component mole change.
- Phase Equilibrium: Condition where two or more phases coexist.
- Chemical Equilibrium: Forward/reverse reaction rates are equal, no net change in reactant/product concentrations.
- Equilibrium Constant (K): Measures relative amounts of reactants/products at equilibrium, depends on temperature.
Exergy Analysis
- Exergy (Availability): Maximum useful work from a system reaching equilibrium with surroundings.
- Exergy Destruction: Exergy loss due to irreversible processes, also known as irreversibility.
- Second Law Efficiency: Measures system performance accounting for exergy destruction, always <= 1.
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