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Two-Dimensional Heterogeneous Models

The preceding considerations led De Wasch and Froment [106] to the following mathematical model  [Pg.578]

Curve 5 corresponds to no-heat transfer through the solid and this predicts a hot spot that is far too important. Such a model is no improvement at all with respect to the two-dimensional pseudo-homogeneous model of Sec. 11.7. It is interesting also to note that, for the conditions used in these calculations, the solid temperature only exceeds the gas temperature by 1 or 2°C This is generally so in industrial reactors. Finally, the radial mean temperatures of the two-dimensional models are significantly different from the temperature predicted by the one-dimensional models. Provided the physical data are available the two-dimensional models would definitely have to be preferred for the simulation of this reactor. [Pg.580]

1 Showthat Leva s pressure drop equation for packed beds, (Eq. 11.5.a-t). yields a parabolic pressure profile when the fluid density is constant. [Pg.580]

The reaction is carried out isothermally in a packed bed reactor with plug flow at 275°C. The feed contains 0.155 moles water per mole of reactant. Water is not adsorbed on the catalyst and acts purely as an inert diluent Given the following [Pg.580]

Calculate the length of the reactor required to reach an exit conversion of (i) 40 percent, (ii) 70 percent. [Pg.580]


The reformer tube operation was simulated on the basis of a set of continuity-, energy- and momentum equations using one and two dimensional heterogeneous models. Intraparticle gradients in the rings were accounted for by the use of the generalized modulus concept. [Pg.181]

A two-dimensional heterogeneous model is developed for the catalyst tubes, without catalyst deactivation, taking into consideration the steam reforming... [Pg.91]

Ri, Rj, R3 are ratesof reaction for reactions(1), (2), (3) respectively. The two-dimensional heterogeneous model equations takes the form,... [Pg.91]

Attempts have been made to develop two-dimensional heterogeneous models (McGreavy and Cresswell, 1968, 1969, Deasch and Froment, 1971). McGreavy and Cresswell proceded by adding to the one-dimensional heterogeneous model the terms accounting for radial heat and mass transfer in the bed. [Pg.148]

De Wasch AP, Froment GF (1971) A two dimensional heterogeneous model for fixed bed catalytic reactors. Chem Eng Sci 26 629-634... [Pg.102]

Adams II, Thomas A. and Barton, Paul I. (2009). A dynamic two-dimensional heterogeneous model for water gas shift reactors. International Journal of Hydrogen Energy 34, 8877-8891. [Pg.73]

Other applications of convective reforming are associated with recovery of the process gas heat in ammonia and methanol plants [395] [479] and lately also in ATR-based syngas units for GTL plants as discussed in Chapter 2. Design and simulation of such a reformer is shown in [519], where the two-dimensional heterogeneous model has been applied using the kinetics in [525]. A homogeneous model has also been used, and almost identical temperature profiles have been foimd. [Pg.179]

Radial conversion (a) and temperature (b) profiles in two-dimensional heterogeneous model with porosity and velocity profiles, (c) Comparison of radially averaged axial temperature profiles for 2D pseudo-homogeneous and heterogeneous models, djdp = 5.8 Rep = 175 [Papageorgiou and Froment, 1995]. [Pg.625]


See other pages where Two-Dimensional Heterogeneous Models is mentioned: [Pg.32]    [Pg.33]    [Pg.2122]    [Pg.2123]    [Pg.91]    [Pg.836]    [Pg.2108]    [Pg.2109]    [Pg.475]    [Pg.577]    [Pg.577]    [Pg.579]    [Pg.579]    [Pg.84]    [Pg.77]    [Pg.341]    [Pg.492]    [Pg.504]    [Pg.623]    [Pg.623]    [Pg.623]    [Pg.625]    [Pg.73]    [Pg.703]    [Pg.452]   


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