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Melting point pressure dependence

As was discussed earlier in Section 1.2.8 a complication arises in that two of these properties (solubility and vapor pressure) are dependent on whether the solute is in the liquid or solid state. Solid solutes have lower solubilities and vapor pressures than they would have if they had been liquids. The ratio of the (actual) solid to the (hypothetical supercooled) liquid solubility or vapor pressure is termed the fugacity ratio F and can be estimated from the melting point and the entropy of fusion. This correction eliminates the effect of melting point, which depends on the stability of the solid crystalline phase, which in turn is a function of molecular symmetry and other factors. For solid solutes, the correct property to plot is the calculated or extrapolated supercooled liquid solubility. This is calculated in this handbook using where possible a measured entropy of fusion, or in the absence of such data the Walden s Rule relationship suggested by Yalkowsky (1979) which implies an entropy of fusion of 56 J/mol-K or 13.5 cal/mol-K (e.u.)... [Pg.15]

The dependence of melting-point on pressure was found to be well represented, up to several thousand atmospheres, by the equation proposed by Damien (1891) ... [Pg.206]

The temperature at which this condition is satisfied may be referred to as the melting point Tm, which will depend, of course, on the composition of the liquid phase. If a diluent is present in the liquid phase, Tm may be regarded alternatively as the temperature at which the specified composition is that of a saturated solution. If the liquid polymer is pure, /Xn —mS where mS represents the chemical potential in the standard state, which, in accordance with custom in the treatment of solutions, we take to be the pure liquid at the same temperature and pressure. At the melting point T of the pure polymer, therefore, /x2 = /xt- To the extent that the polymer contains impurities (e.g., solvents, or copolymerized units), ixu will be less than juJ. Hence fXu after the addition of a diluent to the polymer at the temperature T will be less than and in order to re-establish the condition of equilibrium = a lower temperature Tm is required. [Pg.568]

The temperature required for reduction depends on the carbon monoxide pressure maintained in the system. It is 2130 °C when the pressure is 1 torr, and 1705 °C when the pressure is 10 torr. Because of the high melting point of tantalum (3020 °C), it may be possible to obtain the metal in the solid state even at 1 atm carbon monoxide pressure since the temperature required in this case is 2860 °C. [Pg.372]

By irradiation with light or by heating it to temperatures above 180 °C, white phosphorus is transformed to red phosphorus. Its tint, melting point, vapor pressure and especially its density depend on the conditions of preparation. Usually, it is amorphous or microcrystalline, and it is rather laborious to grow crystals. [Pg.108]

A polymorph is a solid crystalline phase of a compound resulting from the possibility of at least two different crystal lattice arrangements of that compound in the solid state [42], Polymorphs of a compound are, however, identical in the liquid and vapor states. They usually melt at different temperatures but give melts of identical composition. Two polymorphs of a compound may be as different in structure and properties as crystals of two different compounds [43,44], Apparent solubility, melting point, density, hardness, crystal shape, optical and electrical properties, vapor pressure, etc. may all vary with the polymorphic form. The polymorphs that are produced depend upon factors such as storage temperature, recrystallization solvent, and rate of cooling. Table 2 suggests the importance of polymorphism in the field of pharmaceutics [45],... [Pg.603]

The water of crystallization may be removed by heating the dihydrate at 120-150° under reduced pressure for two hours. The melting points reported in the literature vary considerably. The anhydrous material turns yellow at about 225-230° and decomposes at temperatures ranging from 238-242° to 253-255°, depending on the rate of heating. The instantaneous decomposition temperatures determined on the Maquenne block were 270-275°. [Pg.68]

A sublimation process is controlled primarily by the conditions under which phase equilibria occur in a single-component system, and the phase diagram of a simple one-component system is shown in Figure 15.30 where the sublimation curve is dependent on the vapour pressure of the solid, the vaporisation curve on the vapour pressure of the liquid, and the fusion curve on the effect of pressure on the melting point. The slopes of these three curves can be expressed quantitatively by the Clapeyron equation ... [Pg.876]

The temperature at which this condition is satisfied is knovm as melting temperature or melting point (T ). Melting temperature depends on the composition of the amorphous phase. In a starch-water system, water acts as a diluent and then is regarded as the temperature at which the specific composition is similar to that of a standard solution. If the amorphous phase of starch is pure, the chemical potential (p ) is the same as its chemical potential at the standard state (pu°) at the same temperature and pressure ... [Pg.252]

The following information is for the gray semimetal form of arsenic only. Its melting point is 817°C, its subhmation point varies between 613°C and 8l4°C depending on the atmospheric pressure, and its density is 5.776 glam . [Pg.216]

It is most important to know in this connection the compressibility of the substances concerned, at various temperatures, and in both the liquid and the crystalline state, with its dependent constants such as change of. melting-point with pressure, and effect of pressure upon solubility. Other important data are the existence of new pol3miorphic forms of substances the effect of pressure upon rigidity and its related elastic moduli the effect of pressure upon diathermancy, thermal conductivity, specific heat capacity, and magnetic susceptibility and the effect of pressure in modif dng equilibrium in homogeneous as well as heterogeneous systems. [Pg.8]


See other pages where Melting point pressure dependence is mentioned: [Pg.2483]    [Pg.2483]    [Pg.254]    [Pg.94]    [Pg.245]    [Pg.361]    [Pg.2729]    [Pg.7]    [Pg.379]    [Pg.179]    [Pg.368]    [Pg.309]    [Pg.255]    [Pg.257]    [Pg.397]    [Pg.516]    [Pg.1899]    [Pg.645]    [Pg.1106]    [Pg.102]    [Pg.116]    [Pg.136]    [Pg.943]    [Pg.129]    [Pg.65]    [Pg.412]    [Pg.64]    [Pg.69]    [Pg.375]    [Pg.87]    [Pg.93]    [Pg.184]    [Pg.534]    [Pg.171]    [Pg.158]    [Pg.28]    [Pg.253]    [Pg.447]   
See also in sourсe #XX -- [ Pg.830 ]




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