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Water freezing point, pressure dependence

A somewhat surprising result was that 1460 bars of pressure had little effect on the eutectic temperature (238.65 K vs. 237.45 K) (Fig. 5.22). A pressure of 1460 bars, per se, would decrease the freezing point of pure water by about —14.8K (Fig. 3.3). Dropping the temperature at which ice first formed by 12K had only a minor effect on the eutectic (AT = 1.2K) (Fig. 5.22). This is not, however, always the case. For example, for the simpler NaCl-H20 system, the calculated eutectic temperature at lbar is —21.3°C at 1460bars of pressure, the calculated eutectic temperature is —31.3°C (AT = 10.OK). As we point out repeatedly, chemical systems and their response to temperature and pressure depend, ultimately, on thermal and volumetric properties of individual constituents, which makes every system response highly individualistic. [Pg.148]

The experimentally determined activity coefficients, based on vapor pressure, freezing-point and electromotive force measurements, for a number of typical electrolytes of different valence types in aqueous solution at 25 , are represented in Fig. 49, in which the values of log / are plotted against the square-root of the ionic strength in these cases the solutions contained no other electrolyte than the one under consideration. Since the Debye-Htickel constant A for water at 25 is seen from Table XXXV to be 0.509, the limiting slopes of the plots in Fig. 49 should be equal to —0.509 the results to be expected theoretically, calculated in this manner, are shown by the dotted lines. It is evident that the experimental results approach the values required by the Debye-Hiickel limiting law as infinite dilution is attained. The influence of valence on the dependence of the activity coefficient on concentration is evidently in agreement with theoretical expectation. Another verification of the valence factor in the Debye-Hiickel equation will be given later (p. 177). [Pg.149]

A simple substance such as water below its freezing point is a hard three-dimensional crystalline solid, and above its freezing point it is a low-viscosity Newtonian liquid. In the liquid state, the mechanical properties of such a substance are specified by its shear viscosity T], which is of course temperature- and pressure-dependent. [Pg.3]

Many molecular parameters, such as ionization, molecular and electronic structure, size, and stereochemistry, will influence the basic interaction between a solute and a solvent. The addition of any substance to water results in altered properties for this substance and for water itself. Solutes cause a change in water properties because the hydrate envelopes that are formed around dissolved molecules are more organized and therefore more stable than the flickering clusters of free water. The properties of solutions that depend on solute and its concentration are different from those of pure water. The differences can be seen in such phenomena as the freezing point depression, boiling point elevation, and increased osmotic pressure of solutions. [Pg.33]

Phase equilibria are affected by external pressure. Depending on atmospheric conditions, the boiling point and freezing point of water may deviate appreciably from 100°C and 0°C, respectively, as we see below. [Pg.455]

The interactions of ions with water molecules and other ions affect the concentration-dependent (colligative) properties of solutions. Colligative properties include osmotic pressure, boiling point elevation, freezing point depression, and the chemical potential, or activity, of the water and the ions. The activity is the driving force of reactions. Colligative properties and activities of solutions vary nonlinearly with concentration in the real world of nonideal solutions. [Pg.76]

Osmolality is dependent on the number of particles present in solution it is measured by freezing point depression or vapor pressure and results are expressed as millios-moles per kilogram of body water (Sweeney and Beauchat 1993). When urine and plasma osmolality measurements are available, the plasma-to-urine ratio can be used as a broad indication of the glomerular hltrate to urine ratio. Handheld refractometers... [Pg.78]


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Freeze point

Freezing point

Freezing point pressure dependence

Pressure dependence

Pressurized water

Water freezing point

Water point

Water pressure

Water-dependent

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