The phase rule and its applications . 252 THE PHASE RULE. this side. In the second case (Fig. 89), however, the pro-jections of the isothermals form ellipsoidal curves surrounding the supreme critical point,which now lies inside thetriangle. At lower tempera-tures, these isothermal boun-dary curves are cut by a sideof the triangle ; at the criticaltemperature, k, of the binarysystem AB, the boundarycurve touches the side AB,while at still higher tempera-tures the boundary curvecomes to lie entirely withinthe triangle. At any giventemperature, therefore, between the critical point of the binary

GLIX-115-2AKJR4A

The phase rule and its applications . 252 THE PHASE RULE. this side. In the second case (Fig. 89), however, the pro-jections of the isothermals form ellipsoidal curves surrounding the supreme critical point,which now lies inside thetriangle. At lower tempera-tures, these isothermal boun-dary curves are cut by a sideof the triangle ; at the criticaltemperature, k, of the binarysystem AB, the boundarycurve touches the side AB,while at still higher tempera-tures the boundary curvecomes to lie entirely withinthe triangle. At any giventemperature, therefore, between the critical point of the binary
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The phase rule and its applications . 252 THE PHASE RULE. this side. In the second case (Fig. 89), however, the pro-jections of the isothermals form ellipsoidal curves surrounding the supreme critical point,which now lies inside thetriangle. At lower tempera-tures, these isothermal boun-dary curves are cut by a sideof the triangle ; at the criticaltemperature, k, of the binarysystem AB, the boundarycurve touches the side AB,while at still higher tempera-tures the boundary curvecomes to lie entirely withinthe triangle. At any giventemperature, therefore, between the critical point of the binary

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