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Properties in Eutectic Alloy Systems
Type IV—The Congruent-Melting Intermediate Phase
1
Dr. Mohamed Almalki
2020
 The properties of any multiphase alloy depend upon the individual characteristics of the phases
and how these phases are distributed in the microstructure.
 This is particularly true for eutectic alloy systems, strength, hardness, and ductility are related
to the size, number, distribution, and properties of the crystals of both phases.
 In many commercially important eutectic alloy systems, one phase is relatively weak and
plastic while the other phase is relatively hard and brittle.
 As the eutectic composition is approached from the plastic-phase side, there will be an increase
in the strength of the alloy.
 Decreased the amount of the small eutectic particles and the increase in size and amount of the
proeutectic brittle phase will decrease the strength.
 Therefore, in this kind of system, the eutectic composition will generally show maximum
strength.
Properties in Eutectic Alloy Systems
2
Dr. Mohamed Almalki
2020
 This is illustrated in Fig. 1, which shows the variation in tensile strength and elongation for cast
aluminum-silicon alloys containing up to 14 percent silicon.
 The tensile strength shows a maximum at very near the eutectic composition.
Fig. 1 Variation of typical properties of cast aluminum-
silicon alloys up to 14 percent silicon.
(From Guy, "Elements of Physical Metallurgy,"
Addison-Wesley Publishing Co,. Reading. Mass., 1959.) Fig. 2 Al-Si phase diagram
3
Dr. Mohamed Almalki
2020
 Another important point is that the resulting properties of a mixture most nearly resemble those
of the phase which is continuous-that is, the phase that forms the background or matrix in
which particles of the other phase are imbedded.
 The eutectic mixture is always the microconstituents which is continuous, since it is the last
liquid to solidify and surrounds the primary grains. It is generally true that the phase which
makes up the greater proportion in the eutectic mixture will be the continuous phase.
 If this phase is plastic, the entire series of alloys will show some plasticity. If this phase is
brittle. the entire series of alloys will be relatively brittle.
 In addition to the above factors, an increase in cooling rate during freezing may result in a finer
eutectic mixture, a greater amount of eutectic mixture, and smaller primary grains, which in
turn will influence the mechanical properties considerably.
4
Dr. Mohamed Almalki
2020
99.95 % Al
Al-8 %Si Al-12 %Si Al-20 % Si Al-50 % Si
Figure 3
Al-6.5 %Si
5
Dr. Mohamed Almalki
2020
Type IV—The Congruent-Melting Intermediate Phase
 When one phase changes into another phase isothermally (at constant temperature) and
without any change in chemical composition, it is said to be congruent phase change or
congruent transformation. All pure metals solidify congruently.
 Intermediate phases are so named because they are single phases that occur between the
terminal phases on a phase diagram.
Type IV will consider the formation of an intermediate phase by congruent melting.
 Any intermediate phase may be treated as another component on a phase diagram.
 If the intermediate phase has a narrow range of composition, as do intermetallic compounds
and interstitial compounds, it is then represented on the diagram as a vertical line and labeled
with the chemical formula of the compound.
6
Dr. Mohamed Almalki
2020
Fig. 4 Composition and melting point of pure A.
pure B, and a compound AmBn.
 In Fig. 27, the intermediate alloy phase is shown as a vertical line.
 Since it is a compound, it is indicated as AmBn, where m and n are subscripts which indicate
the number of atoms combined in the compound.
 For example, magnesium and tin form an intermediate phase which has the chemical formula
Mg, Sn.
 In this case, (Mg) is equivalent to A; 2 is equivalent to m while tin (Sn), is equivalent to B: and
n is equal to 1.
Dr. Mohamed Almalki
2020
 It is apparent from Fig. 27 that the A-B system may be separated into two independent parts,
one to show all the alloys between A and the compound AmBn, and the other to show those
between AmBn and B .
 The portion of the diagram between A and AmBn, may be any of the types studied in this
chapter; similarly for the portion between AmBn, and B.
 If the compound shows no solubility for either pure
metal and the pure metals show some solubility for
each other, the equilibrium diagram will be as shown
in Fig. 28.
 This diagram shows two different eutectic
mixtures. The eutectic equations may be
written as follows:
Fig. 5 Equilibrium diagram illustrating an intermediate
alloy which is an intermetallic compound.
Dr. Mohamed Almalki
2020

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4- Eutectic mixture.pdf

  • 1. Properties in Eutectic Alloy Systems Type IV—The Congruent-Melting Intermediate Phase 1 Dr. Mohamed Almalki 2020
  • 2.  The properties of any multiphase alloy depend upon the individual characteristics of the phases and how these phases are distributed in the microstructure.  This is particularly true for eutectic alloy systems, strength, hardness, and ductility are related to the size, number, distribution, and properties of the crystals of both phases.  In many commercially important eutectic alloy systems, one phase is relatively weak and plastic while the other phase is relatively hard and brittle.  As the eutectic composition is approached from the plastic-phase side, there will be an increase in the strength of the alloy.  Decreased the amount of the small eutectic particles and the increase in size and amount of the proeutectic brittle phase will decrease the strength.  Therefore, in this kind of system, the eutectic composition will generally show maximum strength. Properties in Eutectic Alloy Systems 2 Dr. Mohamed Almalki 2020
  • 3.  This is illustrated in Fig. 1, which shows the variation in tensile strength and elongation for cast aluminum-silicon alloys containing up to 14 percent silicon.  The tensile strength shows a maximum at very near the eutectic composition. Fig. 1 Variation of typical properties of cast aluminum- silicon alloys up to 14 percent silicon. (From Guy, "Elements of Physical Metallurgy," Addison-Wesley Publishing Co,. Reading. Mass., 1959.) Fig. 2 Al-Si phase diagram 3 Dr. Mohamed Almalki 2020
  • 4.  Another important point is that the resulting properties of a mixture most nearly resemble those of the phase which is continuous-that is, the phase that forms the background or matrix in which particles of the other phase are imbedded.  The eutectic mixture is always the microconstituents which is continuous, since it is the last liquid to solidify and surrounds the primary grains. It is generally true that the phase which makes up the greater proportion in the eutectic mixture will be the continuous phase.  If this phase is plastic, the entire series of alloys will show some plasticity. If this phase is brittle. the entire series of alloys will be relatively brittle.  In addition to the above factors, an increase in cooling rate during freezing may result in a finer eutectic mixture, a greater amount of eutectic mixture, and smaller primary grains, which in turn will influence the mechanical properties considerably. 4 Dr. Mohamed Almalki 2020
  • 5. 99.95 % Al Al-8 %Si Al-12 %Si Al-20 % Si Al-50 % Si Figure 3 Al-6.5 %Si 5 Dr. Mohamed Almalki 2020
  • 6. Type IV—The Congruent-Melting Intermediate Phase  When one phase changes into another phase isothermally (at constant temperature) and without any change in chemical composition, it is said to be congruent phase change or congruent transformation. All pure metals solidify congruently.  Intermediate phases are so named because they are single phases that occur between the terminal phases on a phase diagram. Type IV will consider the formation of an intermediate phase by congruent melting.  Any intermediate phase may be treated as another component on a phase diagram.  If the intermediate phase has a narrow range of composition, as do intermetallic compounds and interstitial compounds, it is then represented on the diagram as a vertical line and labeled with the chemical formula of the compound. 6 Dr. Mohamed Almalki 2020
  • 7. Fig. 4 Composition and melting point of pure A. pure B, and a compound AmBn.  In Fig. 27, the intermediate alloy phase is shown as a vertical line.  Since it is a compound, it is indicated as AmBn, where m and n are subscripts which indicate the number of atoms combined in the compound.  For example, magnesium and tin form an intermediate phase which has the chemical formula Mg, Sn.  In this case, (Mg) is equivalent to A; 2 is equivalent to m while tin (Sn), is equivalent to B: and n is equal to 1. Dr. Mohamed Almalki 2020
  • 8.  It is apparent from Fig. 27 that the A-B system may be separated into two independent parts, one to show all the alloys between A and the compound AmBn, and the other to show those between AmBn and B .  The portion of the diagram between A and AmBn, may be any of the types studied in this chapter; similarly for the portion between AmBn, and B.  If the compound shows no solubility for either pure metal and the pure metals show some solubility for each other, the equilibrium diagram will be as shown in Fig. 28.  This diagram shows two different eutectic mixtures. The eutectic equations may be written as follows: Fig. 5 Equilibrium diagram illustrating an intermediate alloy which is an intermetallic compound. Dr. Mohamed Almalki 2020