Size-Dependent Diagram and Solubilities in Multicomponent Nanomaterials

6 Size-Dependent Diagram and Solubilities in Multicomponent Nanomaterials [Pg.442]

Let us now study phase transitions in a binary nanosystem and plot the corresponding state diagram. Let us fix R and Q, and let us vary T until Ttr is reached. Then we change only the initial composition Q at fixed R and again find the new transition temperature Ttr (here the rule of parallel tangents is used). The results are shown [Pg.442]

1) initial composition as the limit solubility Cq(J , T) (further CJ) of one component in another (B in A) [Pg.443]

2) optimal composition of the depleted ambient parent phase Cp after the separation [Pg.443]

3) optimal composition of the new-born phase C as the result of separation. [Pg.443]

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