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48. Solution to Chemistry Problem

48. Solution to Chemistry Problem

Seller: Derkach

Price: 1.17 USD

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Product description

  • Construct a phase diagram (melting diagram for system A – B) based on the data on the crystallization onset temperature of a two-component system given in Table 2. Perform the following tasks using the diagram:
  • Mark with dots: I – liquid melt containing a% of substance A at temperature T1; II – melt containing a% of substance A in equilibrium with crystals of a chemical compound; III – a system consisting of solid substance A in equilibrium with a melt containing b% of substance A; IV – equilibrium of phases of the same composition; V – equilibrium of three phases;
  • determine the compositions of chemical compounds;
  • determine the qualitative and quantitative compositions of eutectics;
  • plot all types of cooling curves possible in a given system; indicate which compositions on the diagram these curves correspond to;
  • in what physical state are the systems containing b, g, d% of substance A at temperature T1 (see Table 3)? What will happen to these systems if they are cooled to temperature T2;
  • determine the number of phases and the number of thermodynamic degrees of freedom of the system at the eutectic temperature and content of A: a) 95 mol. %; b) 20 mol. %;
  • at what temperature will the melt containing b% of substance A begin to solidify? At what temperature will it solidify completely? What is the composition of the first crystals that fall out;
  • at what temperature will the alloy containing g% of substance A begin to melt? At what temperature will it melt completely? What is the composition of the first drops of the melt;
  • calculate the heats of fusion of substances A and B;
  • what component and in what quantity will crystallize if 2 kg of the melt containing a% of substance A is cooled from T1 to T2?

Table 2

No. of options System Composition A,

mol. % T of the beginning of crystallization, K

9

A – PbCl2

B – SrCl2

0

10

20

30

40

45

50

55

65

70

75

80

90

100 1147

1089

1004

906

964

975

978

969

896

827

853

879

960

999

Table 3

No. of var. T1, K A b c d D T2, K

9

1073

35

85

5

50

85

923

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