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Water critical temperature

The critical points in these mixtures are all at pressures higher than the critical pressure of water many are at temperatures higher than the water critical temperature. The mixture critical points indicate that high density phase separations persist to extreme conditions of temperature and pressure. [Pg.386]

Figure 3 The phase diagram of water. Critical temperature and pressure of light water, H2O, are 374 C and 22.1 MPa. Figure 3 The phase diagram of water. Critical temperature and pressure of light water, H2O, are 374 C and 22.1 MPa.
An article in Chemical cmd Engineering News (Sept. 28, 1987) descn bes a hydrothermal autoclave. This device is of constant volume, is evacuated, and then water is added so that a fraction. r of the total volume is filled with liquid water and the remainder is filled with water vapor. The autoclave is then heated so that the temperature and pressure in the sealed vessel increase. It is observed that if x is greater than a critical fill value, x, the liquid volume fraction increases as the temperature increases, and the vessel becomes completely filled with liquid.at temperatures below the critical temperature. On the other hand, if. c < Xc, the liquid evaporates as temperature is increased, and the autoclave beconres completely filled with vapor below the water critical temperature. If, however, x = Xc, the volume fraction of liquid in the autoclave remains constant as the temperature increases, and the temperature-pressure trajectory passes through the water critical point. Assuming the. hydrothermal autoclave is to be loaded at 25° C, calculate the critical fiU Xc... [Pg.329]

Figure 3. ITie dielectric constant of water along the 25 MPa isobar (a) as a function of temperature, where there is a steep drop just above the water critical temperature (b) as a function of density, where the decrease is gradual. Figure 3. ITie dielectric constant of water along the 25 MPa isobar (a) as a function of temperature, where there is a steep drop just above the water critical temperature (b) as a function of density, where the decrease is gradual.
Positive deviations to the DHLL are observed for strongly associated electrolytes as MgS04 at moderate temperatures or NaCl close to the water critical temperature. The reason of the deviation is the reduction of the electrostrictive effect when ion-pairs are formed, which leads to an expansion of the solution. [Pg.142]

Supercritical steam plants operating above the water critical temperature (375°C) and pressure (22 MPa) have the same mechanical components as conventional steam plants. Major differences are greater wall thicknesses to withstand the pressure, more corrosion resistant materials, and lower dissolved solids in the water and steam. [Pg.297]

The evolution of the pore critical temperature of water in slit-like pores with the pore width is shown in Fig. 55. Note that a thickness of water layer in pore is notably smaller than pore width Hp in narrow pores because the space of about 1.25 A width near each pore wall is not accessible for water molecules. Therefore, a real thickness of water phases is equal to Hp — 2.5 A. A critical temperature of quasi-2D water, which may be considered as being confined in pore of width Hp = 5 k, and the respective critical temperatures of water in various pores are shown in Fig. 55. To compare the water critical temperature in pores with theoretical equations (15) and (16), ATI is analyzed as a function of (Hp — 2.5 A) in double-logarithmic scale (Fig. 56). When all data points in Fig. 56 being fitted to equation (16), the value of 0 0.82 was obtained [250]. However, the most of the data points may be well fitted by... [Pg.101]

The second type of system is characterised by decreasing mutual solubility with rise of temperature. As the temperature is lowered the mutual solubilities increase and below a certain critical temperature the two liquids become miscible in all proportions. A typical example is triethylamine and water. The behaviour of this system with respect to... [Pg.18]

Fig. 5. Lower and upper critical tielines in a quaternary system at different temperatures and a plot of the critical end point salinities vs temperature, illustrating lower critical endline, upper critical endline, optimal line, and tricritical poiat for four-dimensional amphiphile—oil—water—electrolyte-temperature... Fig. 5. Lower and upper critical tielines in a quaternary system at different temperatures and a plot of the critical end point salinities vs temperature, illustrating lower critical endline, upper critical endline, optimal line, and tricritical poiat for four-dimensional amphiphile—oil—water—electrolyte-temperature...
Two Other chemical processes that rely on hydrothermal processing chemistry are wet oxidation and supercritical water oxidation (SCWO). The former process was developed in the late 1940s and early 1950s (3). The primary, initial appHcation was spent pulp (qv) mill Hquor. Shordy after its inception, the process was utilized for the treatment of industrial and municipal sludge. Wet oxidation is a term that is used to describe all hydrothermal oxidation processes carried out at temperatures below the critical temperature of water (374°C), whereas SCWO reactions take place above this temperature. [Pg.499]

Along the saturation line and the critical isobar (22.1 MPa (3205 psi)), the dielectric constant of water declines with temperature (see Fig. 10). In the last 24°C below the critical point, the dielectric constant drops precipitously from 14.49 to 4.77 in the next 5°C, it further declines to 2.53 and by 400°C it has declined to 1.86. In the region of the critical point, the dielectric constant of water becomes similar to the dielectric constants of typical organic solvents (Table 6). The solubiHty of organic materials increases markedly in the region near the critical point, and the solubiHty of salts tends to decline as the temperature increases toward the critical temperature. [Pg.369]

At temperatures near the critical temperature, many organic degradation reactions are rapid. Halogenated hydrocarbons loose the halogen in minutes at 375°C (38). At temperatures typical of nuclear steam generators (271°C (520°F)), the decomposition of amines to alcohols and acids is well known (39). The pressure limits for the treatment of boiler waters using organic polymers reflect the rate of decomposition. [Pg.369]

Methods of Liquefaction and Solidification. Carbon dioxide may be Hquefted at any temperature between its triple poiat (216.6 K) and its critical poiat (304 K) by compressing it to the corresponding Hquefaction pressure, and removing the heat of condensation. There are two Hquefaction processes. In the first, the carbon dioxide is Hquefted near the critical temperature water is used for cooling. This process requires compression of the carbon dioxide gas to pressures of about 7600 kPa (75 atm). The gas from the final compression stage is cooled to about 305 K and then filtered to remove water and entrained lubricating oil. The filtered carbon dioxide gas is then Hquefted ia a water-cooled condenser. [Pg.23]

Properties of Light and Heavy Water. Selected physical properties of light and heavy water are Hsted ia Table 3 (17). Thermodynamic properties are given ia Table 4. The Hquid plus vapor critical-temperature curve for xT) (1 )H2 ) mixtures over the entire concentration range has been reported (28). [Pg.4]

The regression constants A, B, and D are determined from the nonlinear regression of available data, while C is usually taken as the critical temperature. The hquid density decreases approximately linearly from the triple point to the normal boiling point and then nonhnearly to the critical density (the reciprocal of the critical volume). A few compounds such as water cannot be fit with this equation over the entire range of temperature. Liquid density data to be regressed should be at atmospheric pressure up to the normal boihng point, above which saturated liquid data should be used. Constants for 1500 compounds are given in the DIPPR compilation. [Pg.399]

The two fluids most often studied in supercritical fluid technology, carbon dioxide and water, are the two least expensive of all solvents. Carbon dioxide is nontoxic, nonflammable, and has a near-ambient critical temperature of 31.1°C. CO9 is an environmentally friendly substitute for organic solvents including chlorocarbons and chloroflu-orocarbons. Supercritical water (T = 374°C) is of interest as a substitute for organic solvents to minimize waste in extraction and reaction processes. Additionally, it is used for hydrothermal oxidation of hazardous organic wastes (also called supercritical water oxidation) and hydrothermal synthesis. [Pg.2000]

To simulate the next summer s condition the plant was run at the desired production rate and two cooling tower fans were turned off. It turned out that the cold water temperature rose to slightly above that predicted for the next summer. A thorough inspection of critical temperatures and the plant s operation indicated that the plant would barely make it the next summer. Process side temperatures were at about the maximum desired, with an occasional high oil temperature alarm on the large machines. [Pg.158]

Tc Critical temperature of water = 1,165.67°R td Di-y-bulb temperature, °F Td Dry-bulb temperature, °R U Wet-bulb temperature, °F T Dry-bulb temperature, °R... [Pg.357]

In order to avoid the need to measure velocity head, the loop piping must be sized to have a velocity pressure less than 5% of the static pressure. Flow conditions at the required overload capacity should be checked for critical pressure drop to ensure that valves are adequately sized. For ease of control, the loop gas cooler is usually placed downstream of the discharge throttle valve. Care should be taken to check that choke flow will not occur in the cooler tubes. Another cause of concern is cooler heat capacity and/or cooling water approach temperature. A check of these items, especially with regard to expected ambient condi-... [Pg.422]

Physical characteristics Molecular weight Vapour density Specific gravity Melting point Boiling point Solubility/miscibility with water Viscosity Particle size size distribution Eoaming/emulsification characteristics Critical temperature/pressure Expansion coefficient Surface tension Joule-Thompson effect Caking properties... [Pg.4]


See other pages where Water critical temperature is mentioned: [Pg.70]    [Pg.27]    [Pg.70]    [Pg.27]    [Pg.354]    [Pg.490]    [Pg.734]    [Pg.3]    [Pg.264]    [Pg.502]    [Pg.373]    [Pg.349]    [Pg.326]    [Pg.478]    [Pg.152]    [Pg.353]    [Pg.479]    [Pg.291]    [Pg.294]    [Pg.295]    [Pg.338]    [Pg.531]    [Pg.535]    [Pg.1323]    [Pg.1451]    [Pg.360]    [Pg.319]    [Pg.1]    [Pg.11]    [Pg.25]    [Pg.28]    [Pg.29]   
See also in sourсe #XX -- [ Pg.201 ]




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