
Explore thermodynamics as the study of heat and energy forms, mechanical, electrical, and chemical, and how temperature, pressure, and density govern energy, entropy, and equilibrium, with piston-based energy balances.
Define energy as the ability to do work, illustrated by Popeye, and show how fluids and pistons demonstrate this work, while classifying energy into kinetic and potential forms.
Explore kinetic and potential energy across microscopic and macroscopic scales, including translational, rotational, and vibrational motions, and the internal energy that links them to temperature.
Explore entropy as a measure of disorder and wasted energy in thermodynamic systems, link to the second law, and learn how efficiency and energy losses shape engineering design.
Explore how irreversibility and entropy growth limit real energy conversion, contrast with ideal reversibility and Carnot efficiency, and identify friction, diffusion, and heat transfer as lost-work mechanisms.
Define a system as a defined region with boundaries to study energy changes inside. Identify closed, open, and isolated systems by whether they restrict or permit mass and energy transfer.
Identify the differences between work and heat as energy transfer across a system boundary, and apply the sign convention to derive the first law and the energy balance.
Explore expansion and contraction work in a closed piston-cylinder system, deriving the work expression as negative integral of pressure with respect to volume while noting reversibility and energy losses.
Compare reversible and non-reversible contraction and expansion work for an isothermal ideal gas, showing how external pressure differs from system pressure and how this affects calculated work.
Compare reversible and irreversible isothermal expansion of a gas in a piston cylinder, showing how external pressure governs work; reversible expansion yields more work than irreversible due to real losses.
Examine shaft work as energy transferred to or from a fluid without changing the control volume, with pumps, turbines, and agitators as examples, and its role in energy balance calculations.
Explore flow work, or flow energy, the energy a fluid adds or removes as it enters or leaves an open system, using pressure, area, and velocity.
Explore heat flow as the transfer of thermal energy driven by temperature differences, illustrated by blocks reaching thermal equilibrium and the zeroth law, with Q used in energy balance.
Develop the closed system energy balance by accounting for heat and work interactions (expansion and contraction work, shaft work, flow work) under the conservation of energy, with mass constant.
Explore units in energy balance by analyzing internal, kinetic, and potential energy terms, distinguishing intensive versus extensive properties, and showing all terms reduce to joules in SI units.
Apply the closed system energy balance to two blocks by defining boundaries, analyzing heat transfer, and tracking internal energy changes. Note signs and when solid expansion work may be neglected.
Explore open system steady state energy balance, deriving the general enthalpy-based energy balance with inlet and outlet flows, heat, and shaft work, plus key delta enthalpy concepts.
Compute shaft work for a liquid pump using open-system energy balance and steam-table enthalpies, then compare with a constant-volume approximation for saturated water from 20°C to 10 and 100 MPa.
apply shaft work approximation for liquids in a steady open-system pump to estimate reversible shaft work as Δp·v with constant specific volume, and compare to enthalpy-based results.
Explore the complete energy balance for unsteady open systems, including energy accumulation and the general equation with mass, heat, shaft work, and expansion work, plus transient vs unsteady state nuances.
Explore how internal energy and enthalpy relate to temperature and pressure, and learn to calculate them from measurable properties using constant volume and constant pressure heat capacities.
Relate Cp and Cv to changes in internal energy and enthalpy for ideal gases, and note limits for real gases and liquids without phase-change effects.
Learn to calculate enthalpy change for an ideal gas during nitrogen compression from 5 to 10 bar, with 20°C to 50°C, using cp delta t and noting pressure independence.
Analyze adiabatic compression of nitrogen in a closed piston cylinder, raising temperature from 25 Celsius to 300°C and calculating work from the internal energy change, 5716 joules per mole.
Identify enthalpy and internal energy changes during phase transitions, such as vaporization and condensation, and apply Clausius-Clapeyron or Kessler Lee correlations when data are unavailable.
Estimate the enthalpy of vaporization of water at 100° C and 1 atm using the Lee Kessler and Clausius-Clapeyron methods, comparing results (39.4 vs 41.4 kJ/mol) to ~40.65 kJ/mol.
Learn how reference states define baselines for internal energy and enthalpy, and how energy changes drive calculations in energy balances.
Specify a reference state by temperature, pressure, composition, and set enthalpy or internal energy to zero; compare phase-change pathways from 120°C vapor to 50°C liquid.
Explore how reference states affect energy balances and enthalpy changes by solving the heating of acetone from liquid at 20°C to vapor at 90°C, showing cancellation of reference enthalpies.
Explore how reference states affect energy balance calculations for acetone, including enthalpy of vaporization, condensation, heating steps, and ideal gas approximations.
Compare enthalpy and internal energy changes with kinetic and potential energy changes through open-system energy balance, using two examples that show when velocity and height terms are significant or negligible.
Analyze the energy balance for adiabatic reversible expansion of an ideal gas in a closed system. Derive the final temperature using separation of variables with constant volume heat capacity.
Explore continuous adiabatic reversible compression of an ideal gas in a steady-state open system, deriving outlet temperature and compressor power via energy balance and enthalpy change.
Analyze isothermal, reversible compression of air as an ideal gas, apply energy balance to equate shaft work and heat removal, and determine a 0.48 kW compressor power.
Chapter 1: Introduction to Energy
Fundamentals of Energy: Define energy and its various classifications.
Energy Forms: Understand kinetic, potential, and internal energy at microscopic and macroscopic levels.
Internal Energy: Learn its significance in engineering calculations.
Entropy: Grasp the concept of entropy.
Reversibility and Lost Work: Understand these concepts and their engineering implications.
Reversibility in Calculations: Explain its importance in engineering.
Basic Definitions:
System Types: Open, Closed, and Isolated systems.
Equilibrium: Thermal, Chemical, Mechanical, and Phase Equilibrium.
Key Terms: Heat Sinks, Density, Steady State, Transient State.
Variables: State Variables (e.g., Temperature, Pressure, Volume) and Path Variables (Work, Heat).
Properties of Matter: Differentiate between intensive and extensive properties.
Gibbs Phase Rule: Understand the concept of degrees of freedom and apply the rule through examples.
Chapter 2: Work and Heat Terms
Energy Transfer: Understand heat flow and work as forms of energy transfer across system boundaries.
Sign Conventions: Learn conventions for work and heat in relation to system interactions.
Expansion and Contraction Work: Explain and apply these concepts in various scenarios, including reversible and non-reversible isothermal processes.
Shaft and Flow Work: Understand and explain these types of work in open and closed systems.
Heat Flow: Understand heat flow in different system contexts.
Chapter 3: Energy Balance
Closed System Energy Balance: Derive and explain the energy balance equation for closed systems.
Energy Units: Understand the units involved in energy balance equations.
Practical Applications: Apply the closed system energy balance equation through examples.
Open System Energy Balance: Derive and apply the steady-state energy balance equation for open systems.
Complete Energy Balance: Master the derivation and application of the comprehensive energy balance equation.
Internal Energy, Enthalpy, and Heat Capacity: Understand their relationships and relevant equations.
Enthalpy Calculations: Apply these equations to find enthalpy changes in ideal gases.
Adiabatic Compression: Solve examples involving adiabatic compression of ideal gases.
Phase Transitions: Understand and calculate enthalpy and internal energy changes during phase transitions.
Reference State Importance: Learn the importance of reference states in energy calculations.
Kinetic and Potential Energy Impact: Assess their relative impacts on energy balance equations.
Advanced Calculations:
Adiabatic reversible expansion and compression of ideal gases.
Continuous isothermal reversible compression of ideal gases.
Why This Course?
Comprehensive Coverage: Detailed exploration of energy systems in engineering.
Practical Examples: Numerous examples to solidify understanding.
Fundamental to Advanced Concepts: Progress from basic definitions to complex calculations.
Real-World Applications: Techniques and knowledge directly applicable to engineering problems.
Instructor Experience: Benefit from 7 years of practical experience in engineering consulting.
Enroll now to gain a deep understanding of energy systems and enhance your engineering skills!