16.Determine the number of degrees of freedom at the plait point below. Ternary (3 – Component) Phase Diagrams 2- phase regions in ternary systems are determined through experimental data. The lever rule still applies to 2- phase regions. However, there are points that should be identified before constructing a tie line: B The plait point: the point in the binodal curve (boundary of the 2- phase region) in which the composition of the 2 separate phases are equal. Plait Point Tie Lines The tie lines are constructed through experimental data. These tie lines can be extended outside the bounds of the diagram to determine the delta point. Any straight line that can be drawn from the delta point that passes through the binodal curve at 2 points can be used to perform the Lever Rule. The Plait Point is the tangent line of the binodal curve that passes through the Delta Point. Delta Point C

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16.Determine the number of degrees of freedom at the plait point below.
Ternary (3 – Component) Phase Diagrams
2-phase regions in ternary systems are determined through experimental data.
The lever rule still applies to 2- phase regions. However, there are points that
should be identified before constructing a tie line:
B
The plait point: the point in the binodal curve (boundary
of the 2- phase region) in which the composition of the
2 separate phases are equal.
Plait Point
Tie Lines
The tie lines are constructed through experimental data.
These tie lines can be extended outside the bounds of
the diagram to determine the delta point.
Any straight line that can be drawn from the delta point
that passes through the binodal curve at 2 points can be
used to perform the Lever Rule.
The Plait Point is the tangent line of the binodal curve
that passes through the Delta Point.
Delta Point
C
Transcribed Image Text:16.Determine the number of degrees of freedom at the plait point below. Ternary (3 – Component) Phase Diagrams 2-phase regions in ternary systems are determined through experimental data. The lever rule still applies to 2- phase regions. However, there are points that should be identified before constructing a tie line: B The plait point: the point in the binodal curve (boundary of the 2- phase region) in which the composition of the 2 separate phases are equal. Plait Point Tie Lines The tie lines are constructed through experimental data. These tie lines can be extended outside the bounds of the diagram to determine the delta point. Any straight line that can be drawn from the delta point that passes through the binodal curve at 2 points can be used to perform the Lever Rule. The Plait Point is the tangent line of the binodal curve that passes through the Delta Point. Delta Point C
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