Phase diagrams allows to predict phase transformations which occur during temperature change (e g upon cooling) The following type of binary (contains only
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The component may exist in different forms, thus variables here are – temperature and pressure Page 9 Binary phase diagram ➢ If a system consists of two
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ISSUES TO ADDRESS...
• When we combine two elements... what equilibrium state do we get? • In particular, if we specify... --a composition (e.g., wt%Cu - wt%Ni), and --a temperature (T) then...How many phases do we get?
What is the composition of each phase?
How much of each phase do we get?
Phase BPhase ANickel atom
Copper atom
CHAPTER 9: PHASE DIAGRAMS
Some Definitions
•An alloyis a combination, either in solution or compound, of two or more components (elements), at least one of which is a metal. • An alloy with two components is called a binary alloy; one with three is a ternaryalloy; one with four is a quaternary alloy. • The result is a material with properties different fromthose of its components.The microstructure of Fe-C alloy
Components:The elements or compounds which are mixed initially (e.g., Al and Cu) • Phases: The physically and chemically distinct material regions that result (e.g., a and b).Aluminum-
Copper
Alloy (darker phase) (lighter phase)COMPONENTS AND PHASES
Solubility Limit:
Max concentration for
which only a solution occurs (rememberHUME ROTHERY RULES
Example: Water - Sugar System
Question:What is the solubility limit at 20C?Answer : 65wt% sugar. If C o < 65wt% sugar: syrup If C o > 65wt% sugar: syrup + sugar. •Solubility limit increases with T e.g. at T=99°C, solubility limit is ~ 80wt% Pure SugarTemperature (°C)
02040 6080 100
Composition (wt% sugar)
L (liquid solution i.e., syrup)Solubility Limit L (liquid) S (solid sugar) 6520406080100
Pure WaterTHE SOLUBILITY LIMIT
Changing T can change number of phases: path Ato B. • Changing C o can change number of phases: path Bto D.Water-Sugar (C
12 H 22O 11 system A (70,20)
2 phases
B (100,70)1 phase
D (100,90)2 phases
EFFECT of T and COMPOSITION
Phase Diagrams
• A phase diagram shows what phases are present and where the process boundariesare within the composition space. • Equilibrium phase diagrams represents relations between temperature, pressure, compositionsand quantitiesof phases at equilibrium. • Phase diagrams allows to predict phase transformations which occur during temperature change(e.g. upon cooling). The following type of binary(contains only two component) systems will be discussed below: - complete solubility: isomorphous -eutectic -with intermediate phasesor compounds - involving eutectoidand peritecticreactions Special attentions will be paid on the iron-iron carbidesystem Isomporhous system is characterized by completeliquid and solidsolubility of the components • For this course: --binary systems: just 2 components. --independent variables: T and C o (P = 1atm is always used). •PhaseDiagram
for Cu-Ni system •B - and L •A - (FCC solid solution) wt% Ni20 40 60 80 10001000110012001300140015001600
T(°C)
L (liquid)
(FCC solid solution) L liquidus solidusBinary Isomorphous Systems
•B •APhase boundaries
liquidusand soliduslines •C - L (homogeneous liquid solution) •CRule 1:If we know T and C
o , then we know: -the number and types of phases present. •Examples: wt% Ni20 40 60 80 10001000110012001300140015001600
T(°C)
L (liquid)
(FCC solid solution) L liquidus solidusA(1100,60)
B(1250,35)
Cu-Ni phase diagramA(1100C, 60 wt%):1 phase:
B (1250, 35):
2 phases: L +
PHASE DIAGRAMS:
Number and Types of Phases Present
•Rule 2:If we know T and C o , then we know: the composition of each phase • Examples: wt% Ni2012001300
T(°C)
L L+ liquidus solidus304050
T C CA T A T BBTie line
L+433532C
o C L CCu-Ni system
•at T C =1350 C, only one, Liquid phase exists with composition:35 wt % Ni - 65 % CuC
O == 35wt%NiPHASE DIAGRAMS:
Composition of Phases
•at T A =1175 C, again only one, solid phase exists with composition:35 wt % Ni - 65 % Cu
•at T B =1250 C, two phase (L and ) exist with compositions:L - 32 wt% Ni - 68%Cu
- 43 wt% Ni - 57%CuTie lineis an isothermin the two-phase region.
Intersects of this line with phase boundary lines (e.g. liquidus and solidus) give the compositions of the corresponding phases (e.g. liquid and solid solutions)Rule 3:If we know T and C
o , then we know: -the amount of each phase(given in wt%). Cu-Ni systemExamples:At T
B :Both and LAt T C : Only Liquid (L) W L = 100 wt%, W =0 At T A : Only Solid () W L = 0, W = 100%C o= 35wt%Ni W L S R S W R R S 4335
43
32
73wt %
= 27wt%PHASE DIAGRAMS: W
eight Fractions of Phases AC Lever rule:The fraction of one phase is computed by taking the length of tie linefrom the overall alloy composition to the phase boundary for the other phase, and dividing by the total tie line length. wt% Ni2012001300
30 40 50
1100L (liquid)
(solid) L+ L+T(°C)
A D B 35Co
L: 35wt%Ni
:46wt%Ni CEL: 35wt%Ni
464332
24
35
36
: 43wt%NiL: 32wt%Ni