NOTE: If in your computer or smartphone the "Slide" hyperlinks take you to slide 1 instead of the target slide, you may have to change your default settings. For example:
-
In PC Chrome: Settings -> Privacy and Security -> Site Settings -> PDF documents, and choose to open PDFs in Chrome.
-
In PC Firefox: Preferences -> General -> Applications -> Portable Document Format (PDF), and select “Open in Firefox".
-
In some Android smartphones, download the Firefox app, then: Settings -> Applications -> Firefox -> “Set as Default", and choose Firefox.
Table of Contents of Lecture 13
Slide 13.01: Welcome - Slide - Video timestamp
Slide 13.02: Review: Stable-Equilibrium Properties of Mixtures - Slide - Video timestamp
Slide 13.03: Review: Properties of Isothermobaric Mixing - Slide - Video timestamp
Slide 13.04: Review: Lennard-Jones Potential - Slide - Video timestamp
Slide 13.05: Review: Ideal Gibbs-Dalton Behavior - Slide - Video timestamp
Slide 13.06: Review: Ideal Gibbs-Dalton Mixtures of Ideal Gases - Slide - Video timestamp
Slide 13.07: Review: Mixing of Ideal Gases; Entropy of Mixing - Slide - Video timestamp
Slide 13.08: Review: Adiabatic Availability of Mixing - Slide - Video timestamp
Slide 13.10: Semipermeable Membranes - Slide - Video timestamp
Slide 13.11: Gibbs Paradox (Resolved) - Slide - Video timestamp
Slide 13.12: Information Theory Interpretation: Shannon Entropy - Slide - Video timestamp
Slide 13.13: Quantum Model of a Structureless Particle in a Box - Slide - Video timestamp
Slide 13.14: Energy and Entropy from Quantum Probabilities - Slide - Video timestamp
Slide 13.15: Steepest Entropy Ascent Evolution of Probabilities - Slide - Video timestamp
Slide 13.16: Ideal Gas Equation of State for a Single Particle - Slide - Video timestamp
Slide 13.17: Introducing Ideal Solution Behavior - Slide - Video timestamp
FAQs for Lecture 13
Analytical Index of Lecture 13 Contents
Adiabatic availability of mixing ideal gases - Slide - Video timestamp
Avogadro's number - Slide - Video timestamp
Boltzmann constant - Slide - Video timestamp
Boltzmann constant - Slide - Video timestamp
Canonical distribution of probabilities - Slide - Video timestamp
Canonical distribution of probabilities - Slide - Video timestamp
Directional pressured for a single particle in a box - Slide - Video timestamp
Energy vs entropy diagram for a seven level quantum system - Slide - Video timestamp
Energy vs entropy diagram negative temperatures - Slide - Video timestamp
Entropy generated in mixing ideal gases - Slide - Video timestamp
Entropy in terms of probabilities - Slide - Video timestamp
Entropy in terms of quantum probabilities - Slide - Video timestamp
Entropy in terms of quantum probabilities - Slide - Video timestamp
Entropy of spontaneus mixing of ideal gases - Slide - Video timestamp
Entropy of spontaneus mixing of ideal gases - Slide - Video timestamp
Equipartition theorem - Slide - Video timestamp
Fourth law of Thermodynamics steepest-entropy-ascent time evolution towards stable equilibrium - Slide - Video timestamp
Fundamental relation for a single particle in a box - Slide - Video timestamp
Fundamental relation when volume is the only important parameter - Slide - Video timestamp
Gas constant - Slide - Video timestamp
Gibbs paradox - Slide - Video timestamp
Gibbs relation for a single particle in a box - Slide - Video timestamp
Ideal gas equation of state for a single particle in a box - Slide - Video timestamp
Ideal gas model and Lennard-Jones potential - Slide - Video timestamp
Ideal Gibbs-Dalton mixture behavior - Slide - Video timestamp
Ideal solution behavior - Slide - Video timestamp
Information theory interpretation - Slide - Video timestamp
Jaynes, Edwin T. - Slide - Video timestamp
Lagrange multipliers, method - Slide - Video timestamp
Lennard-Jones potential ideal solution behavior - Slide - Video timestamp
Lennard-Jones potential model of intermolecular forces - Slide - Video timestamp
Mixing and demixing of ideal gases - Slide - Video timestamp
Mixtures properties from properties of mixing - Slide - Video timestamp
Modeling how nonequilibrium states evolve in time - Slide - Video timestamp
Nonequilibrium states modeling time evolution - Slide - Video timestamp
Partition function - Slide - Video timestamp
Partition function - Slide - Video timestamp
Pressure for a single particle in a box - Slide - Video timestamp
Semipermeable membranes - Slide - Video timestamp
Shannon information entropy - Slide - Video timestamp
Steepest-entropy-ascent time evolution towards stable equilibrium - Slide - Video timestamp
Surprise - Slide - Video timestamp
Time evolution towards stable equilibrium - Slide - Video timestamp
Tribus, Myron - Slide - Video timestamp
Upper bounded vs unbounded energy spectrum - Slide - Video timestamp