Phase diagrams and phase transitions of unary systems

Slides:



Advertisements
Similar presentations
The thermodynamics of phase transformations
Advertisements

Department of Mechanical Engineering ME 322 – Mechanical Engineering Thermodynamics Lecture 32 Ideal Gas Mixtures II.
Solutions Lecture 6. Clapeyron Equation Consider two phases - graphite & diamond–of one component, C. Under what conditions does one change into the other?
Solution thermodynamics theory—Part I
Properties of Solutions. Concentration Terms Dilute - not a lot of solute. Concentrated - a large amount of solute. Concentration can be expressed quantitatively.
Chemical Thermodynamics 2013/ th Lecture: Thermodynamics of Simple Mixtures Valentim M B Nunes, UD de Engenharia.
The properties of mixtures 자연과학대학 화학과 박영동 교수. Chapter 6 The properties of mixtures 6.1 The thermodynamic description of mixtures Partial molar properties.
Chapter 14: Phase Equilibria Applications
Lecture 18Multicomponent Phase Equilibrium1 Theories of Solution The Gibbs energy of mixing is given by: And the chemical potential is: For ideal gases,
Thermodynamic Property Relations
1 CHEM 212 Chapter 5 Phases and Solutions Dr. A. Al-Saadi.
The Advanced Chemical Engineering Thermodynamics The variables (thermodynamic properties) and the equations in thermodynamics Q&A -2- 9/22/2005(2) Ji-Sheng.
Solution thermodynamics theory—Part IV
Chemical Engineering Thermodynamics II
Liquid Phase Properties from VLE Data SVNA 12.1
Gas Mixtures Chapter 13. Composition of a Gas Mixture: Mass and Mole Fractions Mass Fraction (mf): The ratio of mass of a component to the mass of the.
Vapor pressure and liquids Vapor : A gas that exists below its critical point Gas : gas that exists above its critical point ِNote : A gas can not condense.
Notation convention Let G' stand for total free energy and in a similar fashion S', V', H', etc. Then we will let = G'/n represent the free energy per.
Chemical Thermodynamics II Phase Equilibria
CHEE 311J.S. Parent1 1. Science of Thermodynamics Concerned with knowing the physical state of a system at equilibrium. A concise (mathematical) description.
Thermodynamics Basic Review of Byeong-Joo Lee Microstructure Evolution
Physical Chemistry content Physical Chemistry 1 (BSC) Thermodynamics Terms The thermodynamic system First law of thermodynamics Work, heat, internal energy,
Physical Chemistry I (TKK-2246) 14/15 Semester 2 Instructor: Rama Oktavian Office Hr.: M – F
Lecture 6. NONELECTROLYTE SOLUTONS. NONELECTROLYTE SOLUTIONS SOLUTIONS – single phase homogeneous mixture of two or more components NONELECTROLYTES –
Two Component Systems Limited to the mixtures two miscible liquids Graphs include: 1.Vapour pressure vs composition of mixture 2.Boiling point/temp. vs.
CHEE 311J.S. Parent1 4. Chemical Potential in Mixtures When we add dn moles of a component to n moles of itself, we will observe (?) a change in Gibbs.
Chemical Equilibrium By Doba Jackson, Ph.D.. Outline of Chpt 5 Gibbs Energy and Helmholtz Energy Gibbs energy of a reaction mixture (Chemical Potential)
Multicomponent systems
Peter Atkins • Julio de Paula Atkins’ Physical Chemistry
Solution thermodynamics theory—Part IV
ACTIVITY AND ACTIVITY COEFFICIENT
10.5 Liquid and Solid Standard States
Topic 4 The thermodynamics of mixtures
Introduction to phase equilibrium
Ideal and Dilute Solutions 2/21/2016. Master Thermodynamics Equations.
TEMAS SELECTOS DE FISICOQUÍMICA ¡¡BIENVENIDOS!! Dr. René D. Peralta. Dpto. de Procesos de Polimerización. Correo electrónico:
Chemical Engineering Thermodynamics II Dr. Perla B. Balbuena: JEB 240 Web site:
8. Solute (1) / Solvent (2) Systems 12.7 SVNA
General Phase Equilibrium
1. Write down the vapor-liquid equilibrium (VLE) equations for a binary system assuming that the vapor phase is ideal and the liquid phase follows Raoult’s.
WCB/McGraw-Hill © The McGraw-Hill Companies, Inc.,1998 Thermodynamics Çengel Boles Third Edition 15 CHAPTER Chemical and Phase Equilibrium.
Classical Thermodynamics of Solutions
Chemical Engineering Thermodynamics II Dr. Perla B. Balbuena: JEB 240 Website:
Solution thermodynamics theory—Part III
Unary and Binary Phase Diagrams
Gibbs-Duhem and the Chemical Potential of Ideal Solutions
Exam #3 1. You should know from memory:
Chapters 8-9 Phase Diagrams
Solution thermodynamics theory—Part IV
SUBJECT:-CHEMICAL ENGINEERING THERMODYNAMICS 2 TOPIC:- DISCUSS GIBSS DUHEM EQUATION. - CALCULATION OF PARTIAL PROPERTIES FROM.
CHEMISTRY E Phase equilibria G=0 Clausius Clapeyron CH7
Solution of Thermodynamics: Theory and applications
About determination of partial molar volume
Chapter 13 Macromolecules in Solution: Thermodynamics and Equilibria
} C = 1 F = 2 P = 1 Gibbs phase rule F = C – P + 2
Classical Thermodynamics of Multicomponent Systems
Multiphase Systems.
Liquid-Liquid Phase Equilibrium
Lecture 49 More on Phase Transition, binary system
Chapter 5 Revision.
Multiphase Systems.
CHAPTER 2: Thermodynamics description of mixtures
Applied Geochemistry & Lab Ch.2 Thermodynamics of Solutions
Chapter 4 Revision.
The effect of applied pressure on vapor pressure
WCB/McGraw-Hill © The McGraw-Hill Companies, Inc.,1998 Thermodynamics Çengel Boles Third Edition 15 CHAPTER Chemical and Phase Equilibrium.
The Phase Rule.
C = 2 Gibbs phase rule F = C – P + 2 Pressure Temp. Comp. xA F = 3
C = 2 Gibbs phase rule F = C – P + 2 Pressure Temp. Comp. xA F = 3
Presentation transcript:

Phase diagrams and phase transitions of unary systems } C = 1 F = 2 P = 1 Gibbs phase rule F = C – P + 2 F: # degrees of freedom C: # components P: # phases

Phase diagrams and phase transitions of unary systems } C = 1 F = 1 P = 2 Gibbs phase rule F = C – P + 2

Phase diagrams and phase transitions of unary systems } C = 1 F = 0 P = 3 Gibbs phase rule F = C – P + 2

Phase diagrams and phase transitions of unary systems } C = 1 F = -1 P = 4 Gibbs phase rule F = C – P + 2

Phase diagrams and phase transitions of binary systems } C = 2 F = 3 P = 1 Gibbs phase rule F = C – P + 2

Phase diagrams and phase transitions of binary systems } C = 2 F = 3 P = 1 Gibbs phase rule F = C – P + 2 Composition xA

Phase diagrams and phase transitions of binary systems } C = 2 F = 3 P = 1 Pressure Gibbs phase rule F = C – P + 2 1 Temp. Composition xA

Phase diagrams and phase transitions of binary systems } C = 2 F = 3 P = 1 Pressure Gibbs phase rule 3 allowed 2 1 F = C – P + 2 Temp. Composition xA

C = 2 Partial molar volume

Partial molar quantities

C = 2 Partial molar volume Gibbs-Duhem equation

Thermodynamics of mixing perfect gases/liquids

Thermodynamics of mixing liquids Ideal mixing (Raoult)

Thermodynamics of mixing liquids Non-ideal mixing Ideal-dilute solutions: Henry constant K

Temperature-composition diagrams GE >> 0 vapour GE = 0 liquid Non-ideal solutions GE < 0 GE << 0

Temperature-composition diagrams GE >> 0 Non-ideal solutions vapour GE = 0 liquid GE < 0 GE << 0