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Solid-Liquid Systems - Eutectic Points | Chemistry Optional Notes for UPSC PDF Download

Introduction

A phase diagram for two immiscible solids and the liquid phase (which is miscible in all proportions) is shown in Figure  8.9.1. The point labeled “e2” is the eutectic point, meaning the composition for which the mixture of the two solids has the lowest melting point. The four main regions can be described as below:

  • Two-phase solid
  • Solid (mostly A) and liquid (A and B)
  • Solid (mostly B) and liquid (A and B)
  • Single phase liquid (A and B)

Solid-Liquid Systems - Eutectic Points | Chemistry Optional Notes for UPSC

Figure  8.9.1: Phase diagram of a two-component system that exhibits an eutectic point.

  • The unlabeled regions on the sides of the diagram indicate regions where one solid is so miscible in the other, that only a single phase solid forms. This is different than the “two-phase solid” region where there are two distinct phases, meaning there are regions (crystals perhaps) that are distinctly A or B, even though they are intermixed within on another. 
  • Region I contains two phases: a solid phase that is mostly compound A, and a liquid phase which contains both A and B. A sample in region II (such as the temperature/composition combination depicted by point b) will consist of two phases: 1 is a liquid mixture of A and B with a composition given by that at point a, and the other is a single phase solid that is mostly pure compound B, but with traces of A entrained within it. As always, the lever rule applies in determining the relative amounts of material in the two phases.
  • In the case where the widths of the small regions on either side of the phase diagram are negligibly small, a simplified diagram with a form similar to that shown in Figure  8.9.2 can be used. In this case, it is assumed that the solids never form a single phase! The tin-lead system exhibits such behavor.
    Solid-Liquid Systems - Eutectic Points | Chemistry Optional Notes for UPSC
    Figure  8.9.2: A simplified phase diagram of a two-component system that exhibits an eutectic point.
  • Another important case is that for which the two compounds A and B can react to form a third chemical compound C. If the compound C is stable in the liquid phase (does not decompose upon melting), the phase diagram will look like Figure  8.9.3.
    Solid-Liquid Systems - Eutectic Points | Chemistry Optional Notes for UPSCFigure  8.9.3 : A simplified phase diagram of a two-component system that exhibits an eutectic point.
  • In this diagram, the vertical boundary at  χB = 0.33  is indicative of the compound  C formed by  A  and  B. From the mole fraction of  B, it is evident that the formula of compound  C is  A2B . The reaction that forms compound C is
    2A + B → C
  • Thus, at overall compositions where  χB<0.33, there is excess compound A (B is the limiting reagent) and for  χB there is an excess of compound  B (A  is now the limiting reagent.) With this in mind, the makeup of the sample in each region can be summarized as
    • Two phase solid (A and C)
    • Two phase solid (C and B)
    • Solid A and liquid (A and C)
    • Solid C and liquid (A and C)
    • Solid C and liquid (C and B)
    • Solid B and liquid (C and B)
    • liquid. Single phase liquid (A and C or C and B, depending on which is present in excess)
  • Zinc and Magnesium are an example of two compounds that demonstrate this kind of behavior, with the third compound having the formula  Zn2Mg.

Question for Solid-Liquid Systems - Eutectic Points
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What is the eutectic point in a phase diagram?
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Incongruent Melting

Oftentimes, the stable compound formed by two solids is only stable in the solid phase. In other words, it will decompose upon melting. As a result, the phase diagram will take a lightly different form, as is shown in Figure  8.9.4.
Solid-Liquid Systems - Eutectic Points | Chemistry Optional Notes for UPSCFigure  8.9.4: A phase diagram of a two-component system that exhibits incongruent melting.

  • In this diagram, the formula of the stable compound is  AB(consistent with  χB<0.75). But you will notice that the boundary separating the two two-phase solid regions does not extend all of the way to the single phase liquid portion of the diagram. This is because the compound will decompose upon melting. The process of decomposition upon melting is also called incongruent melting. The makeup of each region can be summarized as
    • Two phase solid (A and C)
    • Two phase solid (C and B)
    • Solid A and liquid (A and B)
    • Solid C and liquid (A and B)
    • Solid B and liquid (A and B)
  • There are many examples of pairs of compounds that show this kind of behavior. One combination is sodium and potassium, which form a compound (Na2K) that is unstable in the liquid phase and so it melts incongruently.

Question for Solid-Liquid Systems - Eutectic Points
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What is the term used to describe the process of a stable compound decomposing upon melting?
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The document Solid-Liquid Systems - Eutectic Points | Chemistry Optional Notes for UPSC is a part of the UPSC Course Chemistry Optional Notes for UPSC.
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FAQs on Solid-Liquid Systems - Eutectic Points - Chemistry Optional Notes for UPSC

1. What are incongruent melting solid-liquid systems?
Ans. Incongruent melting solid-liquid systems refer to substances that do not melt uniformly at a specific temperature, but rather undergo a partial melting process where a solid phase and a liquid phase coexist. This occurs when the solid and liquid phases have different chemical compositions.
2. What is an eutectic point in solid-liquid systems?
Ans. The eutectic point in solid-liquid systems is the specific composition and temperature at which a mixture of substances melts congruently, i.e., completely, without any solid phase remaining. At the eutectic point, the different components of the mixture melt together and form a homogeneous liquid.
3. How do incongruent melting solid-liquid systems relate to eutectic points?
Ans. Incongruent melting solid-liquid systems do not have a single eutectic point like congruent melting systems. Instead, they have a range of temperatures and compositions at which partial melting occurs. Within this range, there are multiple eutectic points corresponding to different compositions where the solid and liquid phases coexist.
4. What factors influence the formation of eutectic points in incongruent melting systems?
Ans. The formation of eutectic points in incongruent melting systems is influenced by several factors, including the composition of the mixture, the types of substances involved, and their respective melting points. The relative proportions of the components and their temperature-dependent solubility also play a role in determining the eutectic points.
5. How are incongruent melting solid-liquid systems relevant in various fields?
Ans. Incongruent melting solid-liquid systems have significant applications in various fields, including metallurgy, materials science, and pharmaceuticals. Understanding the behavior of these systems is crucial for designing alloys with desirable properties, optimizing manufacturing processes, and developing controlled-release drug formulations. The study of incongruent melting also contributes to our knowledge of phase diagrams and thermodynamics.
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