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Enthalpy variation with pressure

The variation of enthalpy for binary mixtures is conveniently represented on a diagram. An example is shown in Figure 3.3. The diagram shows the enthalpy of mixtures of ammonia and water versus concentration with pressure and temperature as parameters. It covers the phase changes from solid to liquid to vapour, and the enthalpy values given include the latent heats for the phase transitions. [Pg.73]

The variation of the phase transition temperature with pressure can be calculated from the knowledge of the volume and enthalpy change of the transition. Most often both the entropy and volume changes are positive and the transition temperature increases with pressure. In other cases, notably melting of ice, the density of the liquid phase is larger than of the solid, and the transition temperature decreases... [Pg.33]

The volatilization or pseudo-boiling point temperature and the corresponding enthalpies of decomposition and volatilization of all the systems examined as a function of total pressure are reported in Table 9.2. The variation in the enthalpy of volatilization as a function of pressure is generally less than 7%. The Ti-02 system (Fig. 9.8) shows an anomalous rise in AH°ol with pressure. [Pg.505]

Figure 4.1 Variation of (a) the free energy and enthalpy with temperature and (b) the free energy and volume with pressure in a first-order transition. Figure 4.1 Variation of (a) the free energy and enthalpy with temperature and (b) the free energy and volume with pressure in a first-order transition.
Solution Because we found the pressure variation in the atmosphere in Chapter 1, it is convenient to use pressure as the independent variable. Enthalpy is used when dealing with pressure. The rise of the parcel is slow enough so that it can be considered reversible ... [Pg.69]

Variation of Enthalpy, H with Temperature, T at Constant Pressure (dP = 0)... [Pg.58]

Pressure dependence of enthalpy is shown in Fig. 3 together with its components U and PV. The enthalpy increases linearly with pressure at high pressure region and decreases rapidly with pressure at low pressure. The former behavior is due to the contribution of PV, and the latter is to the internal energy. Variation of isobaric heat... [Pg.379]

In what follows we shall not be much concerned with variations in pressure, and so we will write the kinetic expressions as functions of temperature only, as in Eqs. (5) and (6). At constant pressure the energy balance for the reactor becomes an enthalpy balance and, if we write VQ t) for the rate of heat removal from the reactor, this becomes... [Pg.38]

FIGURE 9.4 Variation of equilibrium composition and enthalpy change with oxygen-steam ratio for the carbon-oxygen-steam system at atmospheric pressure and 900 K. From Parent and Katz (1948). [Pg.282]

Table 2.5 shows the thermodynamic behavior of the water ionization reaction. The variation of log Kjy and AG (molal scale for ions, mole fraction scale for water) with temperature at a fixed pressure of 1 atm and the variation of these quantities with pressure at 25°C are given. These data can be used to obtain the enthalpy change of reaction, AH, and the volume change of reaction, AV. ... [Pg.56]

Furthermore, a real machine designed for adiabatic compression does not reach the ideal point of reversible iso-entropic process, because of unavoidable irreversible transformations. The reversible work associated to the pressure increase inside a fluid can be always calculated as vdp, while the net enthalpy variation is directly related to mechanical energy consumption, which increases with irreversibilities. [Pg.109]

Since A<5max showed no significant variation with temperature and pressure, enthalpy AH and entropy AS of reaction could be easily determined by variable-temperature single-point analyses and the volume of reaction AV by variable-pressure H-NMR studies. [Pg.356]

The derivative of entropy with pressure at constant temperature, (dS/ P)f, is not available experimentally. We may replace it with - dV dl)p, the derivative of volume with temperature at constant pressure, as justified by the equation (5.74). This may be available experimentally, or may be computed by an equation of state. Finally, the variation of enthalpy with pressure can be calculated by the relation ... [Pg.152]

Both enthalpy and entropy variations can be determined, since an equation of state can be used to describe the variation of volume with pressure at constant temperature, as well as the variation of volume with temperature at constant pressure. [Pg.154]

Since the molar volume of liquids and solids is very small, the variation of the enthalpy with pressure can be ignored—unless the change in pressure is enormous. [Pg.124]

In Section III, A volumes of activation were divided into two parts on thermodynamic groimds, namely, the variation of the enthalpy and of the entropy of activation with pressure. In this section we shall discuss the division into other parts on molecular grounds. An analogous discussion will of course hold for volumes of reaction. [Pg.108]

It is important to realize that however valuable PVT information is (and it is extremely valuable in the chemical industries), it is not thermodynamically complete information. You cannot calculate a heat capacity from PVT data, and this means that you cannot calculate the temperature variation of the Gibbs energy, enthalpy, or entropy. You can calculate the pressure variation of these functions, but you need to start with a baseline showing the variation with T at some pressure. There is a second important class of EoS, sometimes called thermal EoS, which do provide complete information, and these are equations based on G T, P) or A T, V). We will look first at PVT equations of state. [Pg.371]

Consider die general relation giving the variations of enthalpy with pressure ... [Pg.111]

Anderson and Wu, in Bulletin 606, include the following information for 832 compounds found in coal tar boiling temperature, the variation of boiling temperature with pressure, melting temperature, enthalpies of fusion, vaporization, and combustion, heat capacity, vapour pressure, and critical properties. [Pg.71]


See other pages where Enthalpy variation with pressure is mentioned: [Pg.359]    [Pg.8]    [Pg.6]    [Pg.505]    [Pg.142]    [Pg.75]    [Pg.445]    [Pg.410]    [Pg.181]    [Pg.216]    [Pg.547]    [Pg.298]    [Pg.274]    [Pg.12]    [Pg.7]    [Pg.17]    [Pg.794]    [Pg.377]    [Pg.220]    [Pg.136]    [Pg.63]    [Pg.55]    [Pg.196]   


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Enthalpy pressure

Variation with

With pressure

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