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PC-1(B): PHASE EQUILIBRIA LECTURE NOTES & Synopsis

PC-1(B): PHASE EQUILIBRIA LECTURE NOTES & Synopsis. TERMS & Examples. Homogenous Chemical Equilibrium N 2(g) + 3H 2(g) 2 NH 3(g) Heterogonous Chemical Equilibrium CaCO 3(s) CaO (s) + CO 2(g) Heterogonous Physical Equilibrium

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PC-1(B): PHASE EQUILIBRIA LECTURE NOTES & Synopsis

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  1. PC-1(B): PHASE EQUILIBRIA LECTURE NOTES & Synopsis

  2. TERMS & Examples • Homogenous Chemical Equilibrium N2(g) + 3H2(g) 2 NH3(g) • Heterogonous Chemical Equilibrium CaCO3(s) CaO(s) + CO2(g) • Heterogonous Physical Equilibrium Solid Liquid (Melting) Liquid Vapour (Vaporisation) Solid Vapour (Sublimation)

  3. TERMS & Examples (Contd….) PHASE, P: Physically distinct & mechanically separable COMPONENTS , C : Minimum number of chemical species by means of which the composition each phase can be described C = Number of chemical compounds – No of chemical and or physical ( material or charge balance ) relations existing with them (i) WATER SYTEM: ice water vapor P = 1, 2 or 3 ; C = 1 ; F = ? (ii) SYSTEM OF (PCl5 + PCl3 + Cl2 ) PCl5 PCl3 + Cl2 ; P= 1 ; C = 3 – 1 = 2 ; F = ?

  4. TERMS & Examples (Contd…..) (iii) Pb & Ag System C= 2 ; P = 1, 2 or 3 ; F = 2 , 1 , 0 NB : There are no (chem or phys) relation between Pb & Ag % Pb = 100 - % Ag is only a mathematical relation DEGREES OF FREEDOM , F (Variables) : Minimum number of independent variables that must be fixed in order to understand the system fully. • The values ofP & F depend on the condition

  5. PHASE RULE - Derivation F = C-P+2 (Gibbs Phase Rule) Degrees of freedom (F) = Total No of variables – Total No of equations connecting them. Total No of variables: Conc.variables C-1 for each phase P(C-1) for all P phases + 2 ( For P & T)

  6. PHASE RULE – Derivation (Contd…) Total No of equations P-1 (For each component) ; C( P-1) For all the ‘ C ’ components Hence , F = {P(C-1)+2} – C( P-1) = C-P + 2

  7. PHASE CHANGES dG=VdP-SdT = 0 (For equilibrium) Clapeyron equation dp/dT = ∆H/(T∆V) Solid Liquid (Fusion or Melting) Clausius-Clapeyron equations (Vapors) d(lnp)/dT = ∆H/(RT 2) Liquid Vapour (Vaporisation) Solid Vapour (Sublimation)

  8. SYSTEMS TO BE STUDIED PHASE DIAGRAM OF One Component Systems Water system Sulphur system Two Component System Simple eutectic system - Lead-Silver system Compounds with congruent melting point. Ferric chloride-water system Compounds with incongruent melting point(SS). Sodium sulphate-water system Three component system.

  9. Water system

  10. Water System-Discussion • Curves-Sublimation, Vaporization, Fusion • Meta stable equilibrium curve • Ice Water curve has –ve slope • M.P of ice decreases with increase in p • Areas :F= 2 ; Lines :F= 1 • Triple point:F = 0,0.0075ºC,4.58 mm Hg • Critical state 374ºC , 218 atm

  11. SULPHUR SYSTEM

  12. Simpleeutectic system-General

  13. Simple Eutectic(Lead-Silver System)

  14. Compounds formation with congruent melting point.

  15. Ferric chloride-Water system

  16. Fe2Cl6 –Water System : Details

  17. Fe2Cl6 –Water System : Details (Contd…..)

  18. Compound with incongruent melting point.Peritectic Reaction(Change)-General

  19. Compound formation with incongruentmelting point-Examples • NaCl-Water (NaCl.2H2O) • CaCl2-Water (CaCl2.6H2O) • Na2SO4-Water (Na2SO4.10H2O, Na2SO4.7H2O & Na2SO4.4H2O)

  20. Sodium sulphate-WaterPerttectic Change

  21. Uses of Eutectic Systems(Freezing mixtures)

  22. Uses of Eutectic Systems(Low melting alloys) • Wood metal:50% Bi ; 25%Pb; 12.5%Sn & 12.5%Cd-mp=65ºC • Safety devices: Fuse wires ; Plugs

  23. TRI ANGULAR COORDINATE SYSTEM(Three component system)

  24. Examples of Three component Systems • One pair of partially miscible liquid pair CH3COOH,CHCl3 & H2O • Two pairs of partially miscible liquid pair • Three pairs of partially miscible liquid pair

  25. Three component system (Acetic acid, Choloroform &Water) CHCl3-H2O-partially miscible pair

  26. THREE COMPONENT SYSTEMTwo simple salts & water

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