The composition of the given ceramic in wt% is to be calculated. Concept Introduction: On the temperature-composition graph of a ceramic, the curve above which the ceramic exist in the liquid phase is the liquidus curve. The temperature at this curve is maximum known as liquidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium. Solidus curve is the locus of the temperature on the temperature composition graph of a ceramic, beyond which the ceramic is completely in solid phase. The temperature at this curve is minimum known as solidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium. Amount of each phase in wt% is calculated using lever rule. At a particular temperature and ceramic composition, a tie line is drawn on the phase diagram of the ceramic between the solidus and liquidus curve. Then the portion of the lever opposite to the phase whose amount is to be calculated is considered in the formula used as: Phase wt% = opposite arm of lever total length of the tie line × 100 ...... (1)

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Answer 1

Question

Chapter 10, Problem 10.60P

Interpretation Introduction

Interpretation:

The composition of the given ceramic in wt% is to be calculated.

Concept Introduction:

On the temperature-composition graph of a ceramic, the curve above which the ceramic exist in the liquid phase is the liquidus curve. The temperature at this curve is maximum known as liquidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Solidus curve is the locus of the temperature on the temperature composition graph of a ceramic, beyond which the ceramic is completely in solid phase. The temperature at this curve is minimum known as solidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Amount of each phase in wt% is calculated using lever rule. At a particular temperature and ceramic composition, a tie line is drawn on the phase diagram of the ceramic between the solidus and liquidus curve. Then the portion of the lever opposite to the phase whose amount is to be calculated is considered in the formula used as:

Phase wt%=opposite arm of levertotal length of the tie line×100 ...... (1)

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Answer 2

Question

Chapter 10, Problem 10.60P

Interpretation Introduction

Interpretation:

The composition of the given ceramic in wt% is to be calculated.

Concept Introduction:

On the temperature-composition graph of a ceramic, the curve above which the ceramic exist in the liquid phase is the liquidus curve. The temperature at this curve is maximum known as liquidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Solidus curve is the locus of the temperature on the temperature composition graph of a ceramic, beyond which the ceramic is completely in solid phase. The temperature at this curve is minimum known as solidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Amount of each phase in wt% is calculated using lever rule. At a particular temperature and ceramic composition, a tie line is drawn on the phase diagram of the ceramic between the solidus and liquidus curve. Then the portion of the lever opposite to the phase whose amount is to be calculated is considered in the formula used as:

Phase wt%=opposite arm of levertotal length of the tie line×100 ...... (1)

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Answer 3

Question

Chapter 10, Problem 10.60P

Interpretation Introduction

Interpretation:

The composition of the given ceramic in wt% is to be calculated.

Concept Introduction:

On the temperature-composition graph of a ceramic, the curve above which the ceramic exist in the liquid phase is the liquidus curve. The temperature at this curve is maximum known as liquidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Solidus curve is the locus of the temperature on the temperature composition graph of a ceramic, beyond which the ceramic is completely in solid phase. The temperature at this curve is minimum known as solidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Amount of each phase in wt% is calculated using lever rule. At a particular temperature and ceramic composition, a tie line is drawn on the phase diagram of the ceramic between the solidus and liquidus curve. Then the portion of the lever opposite to the phase whose amount is to be calculated is considered in the formula used as:

Phase wt%=opposite arm of levertotal length of the tie line×100 ...... (1)

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Answer 4

Question

Chapter 10, Problem 10.60P

Interpretation Introduction

Interpretation:

The composition of the given ceramic in wt% is to be calculated.

Concept Introduction:

On the temperature-composition graph of a ceramic, the curve above which the ceramic exist in the liquid phase is the liquidus curve. The temperature at this curve is maximum known as liquidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Solidus curve is the locus of the temperature on the temperature composition graph of a ceramic, beyond which the ceramic is completely in solid phase. The temperature at this curve is minimum known as solidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Amount of each phase in wt% is calculated using lever rule. At a particular temperature and ceramic composition, a tie line is drawn on the phase diagram of the ceramic between the solidus and liquidus curve. Then the portion of the lever opposite to the phase whose amount is to be calculated is considered in the formula used as:

Phase wt%=opposite arm of levertotal length of the tie line×100 ...... (1)

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Answer 5

Chapter 10, Problem 10.60P

Interpretation Introduction

Interpretation:

The composition of the given ceramic in wt% is to be calculated.

Concept Introduction:

On the temperature-composition graph of a ceramic, the curve above which the ceramic exist in the liquid phase is the liquidus curve. The temperature at this curve is maximum known as liquidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Solidus curve is the locus of the temperature on the temperature composition graph of a ceramic, beyond which the ceramic is completely in solid phase. The temperature at this curve is minimum known as solidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Amount of each phase in wt% is calculated using lever rule. At a particular temperature and ceramic composition, a tie line is drawn on the phase diagram of the ceramic between the solidus and liquidus curve. Then the portion of the lever opposite to the phase whose amount is to be calculated is considered in the formula used as:

Phase wt%=opposite arm of levertotal length of the tie line×100 ...... (1)

Answer 6

Chapter 10, Problem 10.60P

Interpretation Introduction

Interpretation:

The composition of the given ceramic in wt% is to be calculated.

Concept Introduction:

On the temperature-composition graph of a ceramic, the curve above which the ceramic exist in the liquid phase is the liquidus curve. The temperature at this curve is maximum known as liquidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Solidus curve is the locus of the temperature on the temperature composition graph of a ceramic, beyond which the ceramic is completely in solid phase. The temperature at this curve is minimum known as solidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Amount of each phase in wt% is calculated using lever rule. At a particular temperature and ceramic composition, a tie line is drawn on the phase diagram of the ceramic between the solidus and liquidus curve. Then the portion of the lever opposite to the phase whose amount is to be calculated is considered in the formula used as:

Phase wt%=opposite arm of levertotal length of the tie line×100 ...... (1)

Answer 7

Chapter 10, Problem 10.60P

Interpretation Introduction

Interpretation:

The composition of the given ceramic in wt% is to be calculated.

Concept Introduction:

On the temperature-composition graph of a ceramic, the curve above which the ceramic exist in the liquid phase is the liquidus curve. The temperature at this curve is maximum known as liquidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Solidus curve is the locus of the temperature on the temperature composition graph of a ceramic, beyond which the ceramic is completely in solid phase. The temperature at this curve is minimum known as solidus temperature at which the crystals in the ceramic can coexist with its melt in the thermodynamic equilibrium.

Amount of each phase in wt% is calculated using lever rule. At a particular temperature and ceramic composition, a tie line is drawn on the phase diagram of the ceramic between the solidus and liquidus curve. Then the portion of the lever opposite to the phase whose amount is to be calculated is considered in the formula used as:

Phase wt%=opposite arm of levertotal length of the tie line×100 ...... (1)

Answer 8

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Answer 9

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Answer 10

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Answer 11

Ch. 10 - Prob. 10.1P Ch. 10 - Prob. 10.2P Ch. 10 - Prob. 10.3P Ch. 10 - Prob. 10.4P Ch. 10 - Prob. 10.5P Ch. 10 - Prob. 10.6P Ch. 10 - Prob. 10.7P Ch. 10 - Prob. 10.8P Ch. 10 - Prob. 10.9P Ch. 10 - Prob. 10.10P

Solution Summary: The author explains that the composition of the given ceramic in wt% is calculated using lever rule.

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Chapter 10 Solutions