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Temperature Approach Concept

As it is nearly impossible to make any general kinetic description of the gasification processes as a practical design basis, constrained equilibrium calculations offer a useful tool for comparative studies [51]. If gasification reaction rates are considered as a rate of approach to chemical equilibrium, increasing residence times lead to gasification products near equilibrium [52]. This is especially true for fluidized-bed and entrained-flow processes. Because the equilibrium state does not depend on the path used to achieve it, a process simulator such as Aspen Plus [49] can use a hypothetical reactor to decompose coal into its elements. The subsequent equilibrium calculation can be carried out, including other feed streams. [Pg.152]

If experimental data are available, empirical approach temperatures can be set for each reaction influencing the individual equilibrium constants during the calculation. [Pg.153]


Emulsilication through phase inversion is based on a change in the surfactant spontaneous curvature induced by temperature. This concept can be generalized considering any parameter influencing the spontaneous curvature of a surfactant, for example, salinity, pH, presence of a cosurfactant, and nature of the oil. The concept of inversion has often been reported in the literature by means of a formulation-composition map. In the following, we shall sum up this empirical approach which can be useful for formulators. [Pg.14]

It is observed experimentally that, when two bodies having different temperatures are brought into contact with each other for a sufficient length of time, the temperatures of the two bodies approach each other. Moreover, when we form the contact between the two bodies by means of walls constructed of different materials and otherwise isolate the bodies from the surroundings, the rate at which the two temperatures approach each other depends upon the material used as the wall. Walls that permit a rather rapid rate of temperature change are called diathermic walls, and those that permit only a very slow rate are called adiabatic walls. The rate would be zero for an ideal adiabatic wall. In thermodynamics we make use of the concept of ideal adiabatic walls, although no such walls actually exist. [Pg.7]

An alternative approach to describe nucleation from the amorphous state utilizes the glass transition temperature (Tg) concept (Williams et al. 1955 Slade and Levine 1991). Based on this approach, molecular mobility below Tg is sufficiently limited to kinetically impede nucleation for very long times. Amorphous systems, at temperatures above Tg, nucleate at a rate depending on the temperature difference above Tg. Williams et al. (1955) suggested that the rate of nucleation increases rapidly at temperatures just above Tg according to a kinetic expression given by the WLF (Williams-Landel-Ferry) equation. [Pg.54]

The normal melting point (Tm) and normal boiling point (Tb) of a substance are defined at 1 atm. Note that freezing point and melting point refer to the same temperature approached from different directions, but they represent the same concept. [Pg.173]

NO c emissions can also be reduced by using a dilute fuel/air mixture in so-called lean premixed combustion. Air and fuel are premixed at a low fuel air ratio before entering the combustor, resulting in a lower flame temperature and hence lower NOj emissions. Lean premix combustors (sometimes called dry low NO c combustors) based on this concept have generally achieved NO c levels of 25 ppm in commercial operation. To achieve lower NO levels, however, this technology must overcome some significant hurdles. As the fuel air mixture is increasingly diluted, the flame temperature approaches the flammability limit and the flame becomes unstable. The flame instability produces noise and vibration that can reduce the combustor life, increase maintenance costs and adversely impact the operational reliability of the turbine [3]. [Pg.182]

The RAFT-HDA concept relies heavily on the provision of diene-capped polymers, specifically those carrying the reactive cyclopentadienyl (Cp) group. Recently, a mild ambient-temperature approach towards Cp-capped polymers was introduced, whereby the use of nickelocene allowed the transformation of virtually all ATRP-prepared polymers into Cp-capped entities, in quantitative fashion [56]. Notably, the RAFT-HDA approach is not only suited to the preparation of block copolymers (or more complex structures) [57] rather, it has been exploited as a... [Pg.621]

Computed surface temperatures for the i-CST concept in Fig. 3.16B are presented in Fig. 3.18. For a given equivalence ratio, there existed a Tin above which the maximum wall temperature approached the adiabatic equi-hbrium temperature T,d. This behavior was a result of flames anchored close to x 0 when Tin increased above a certain value. Hence, for practical... [Pg.141]

Preliminary overnight capital costs (Table XXVI-2) of a 2400 MW(th) AHTR for several exit temperatures were determined relative to other higher temperature reactor concepts [i.e., the S-PRISM and the gas turbine - modular helium reactor (GT-MHR)] based on the relative size of systems and quantities of materials. The economic analysis used the larger size AHTR because the initial studies used the basic S-PRISM facility design where relatively detailed system design and cost information was available. This approach provides relative, but not absolute, costs. Only the construction of multiple reactors can provide reliable absolute costs. The lower capital costs are a consequence of several factors economics of scale [a 2400 MW(th) reactor vs. four 600 or 1000 MW(th) reactors], passive safety in a large reactor system, and higher thermal efficiency. [Pg.681]

The development of combustion theory has led to the appearance of several specialized asymptotic concepts and mathematical methods. An extremely strong temperature dependence for the reaction rate is typical of the theory. This makes direct numerical solution of the equations difficult but at the same time accurate. The basic concept of combustion theory, the idea of a flame moving at a constant velocity independent of the ignition conditions and determined solely by the properties and state of the fuel mixture, is the product of the asymptotic approach (18,19). Theoretical understanding of turbulent combustion involves combining the theory of turbulence and the kinetics of chemical reactions (19—23). [Pg.517]

Dehydrogenation. The dehydrogenation of paraffins is equihbrium-limited and hence requites high temperatures. Using this approach and conventional separation methods, both Houdry and UOP have commercialized the dehydrogenation of propane to propylene (92). A similar concept is possible for ethane dehydrogenation, but an economically attractive commercial reactor has not been built. [Pg.443]

It should be pointed out that the view of the glass transition temperature described above is not universally accepted. In essence the concept that at the glass transition temperature the polymers have a certain molecular orientation time is an iso-elastic approach while other theories are based on iso-viscous. [Pg.46]

Many process components do not conform to the ideal gas laws for pressure, volume and temperature relationships. Therefore, when ideal concepts are applied by calculation, erroneous results are obtained—some not serious when the deviation from ideal is not significant, but some can be quite serious. Therefore, when data are available to confirm the ideality or non-ideality of a system, then the choice of approach is much more straightforward and can proceed with a high degree of confidence. [Pg.4]

The Gas Processors Suppliers Association [79] provides a more detailed background development of the K-factors and the use of convergence pressure. Convergence pressure alone does not represent a system s composition effects in hydrocarbon mixtures, but the concept does provide a rather rapid approach for systems calculations and is used for many industrial calculations. These are not well adapted for very low temperature separation systems. [Pg.4]


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Limitations of the Approach Temperature Concept

Temperature concept

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