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Plug flow reactor isothermal

The results confirm that the adsorption of ammonia is very fast and that ammonia is strongly adsorbed on the catalyst surface. The data were analyzed by a dynamic isothermal plug flow reactor model and estimates of the relevant kinetic parameters were obtained by global nonlinear regression over the entire set of runs. The influences of both intra-particle and external mass transfer limitations were estimated to be negligible, on the basis of theoretical diagnostic criteria. [Pg.402]

At present conversion is 2/3 for our elementary second-order liquid reaction 2A 2R when operating in an isothermal plug flow reactor with a recycle ratio of unity. What will be the conversion if the recycle stream is shut off ... [Pg.150]

Continuous isothermal plug flow reactor (the reactor mixture is at thermal equilibrium with the surroundings). [Pg.220]

Most commonly, distributed parameter models are applied to describe the performance of diesel particulate traps, which are a part of the diesel engine exhaust system. Those models are one- or two-dimensional, non-isothermal plug-flow reactor models with constant convection terms, but without diffusion/dispersion terms. [Pg.447]

It is worthwhile to compare the conversion obtained in an isothermal plug flow reactor with that obtained in a CSTR for given reaction kinetics. A fair comparison is given in Fig. 7.3 for irreversible first-order kinetics by showing the conversion obtained in both reactors as a function of To- The conversion of A obtained in a plug flow reactor is higher than that obtained in a CSTR. This holds for every positive partial reaction order with respect to A. For multiple reactions selectivities and yield enter into the picture. [Pg.259]

CALCULATING THE SIZE OF AN ISOTHERMAL PLUG-FLOW REACTOR 5.9... [Pg.142]

In this section, we still restrict ourselves to the consideration of systems where only the overall behavior is of interest, but we extend the analysis to actual chemical reactors. Indeed, the discussion in the previous section was limited to the overall kinetics of multicomponent mixtures seen from the viewpoint of chemical reaction engineering, the discussion was in essence limited to the behavior in isothermal batch reactors, or, equivalently, in isothermal plug flow reactors. In this section, we present a discussion of reactors other than these two equivalent basic ones. The fundamental problem in this area is concisely discussed next for a very simple example. [Pg.49]

Catalytic reactions were carried out in an isothermal plug flow reactor at 673K. Products were collected during the run and the average conversion measured. Reaction times varied between 1 and 30 minutes. 99.45% pure 2M obtained froia Aldrich was used without further purification. The principal impurity was 3-Methylpentane (0.55%). Experimental procedures and analytical techniques were outlined elsewhere (7 8). [Pg.602]

In this section, you will solve the equations for an isothermal plug flow reactor. The first problem is very simple, and is patterned after a problem on the California Professional Engineers License Examination, according to Fogler (2005). Here it is modified. You take a reactor in which components A and C are fed in equimolar amounts, and the following reaction takes place ... [Pg.118]

Isothermal plug flow reactor. Chapter 8, p. 118 Nonisothermal plug flow reactor. Chapter 8, p. 121. [Pg.257]

Below, we analyze the operation of isothermal plug-flow reactors with single reactions for different types of chemical reactions. For convenience, we divide the analysis into two sections (i) design and (ii) determination of the rate expression. In the former, we determine the size of the reactor for a known reaction rate, specified feed rate, and specified extent (or conversion). In the second section, we determine the rate expression and its parameters from reactor operating data. [Pg.246]

Solution This is an example of series-parallel reversible reactions. The reactor design formulation of diese chemical reactions was discussed in Example 4.1. Here, we complete die design for an isothermal plug-flow reactor and obtain the reaction and species curves. Recall that we select Reactions 1, 3, and 5 as a set of independent reactions. Hence, the indices of the independent reactions are m = 1, 3, and 5, the indices of the dependent reactions are = 2, 4, and 6, and we express the design equations in terms of Zi, Z3, and Z5. The stoichiometric coefficients of the three independent reactions are... [Pg.273]

Example 7.9 Ammonia oxidation is carried out in an isothermal plug-flow reactor. The following gas-phase chemical reactions take place in the reactor ... [Pg.277]

The Cemflame 3 Consortium experiments were concentrated on three different main solid fuels (petcoke. Medium Volatite Bituminous (MVB), and High Volatile Bituminous (HVB) coals) and several alternative fuels (such as sewage sludge, plastics, shredded tires, agglomerates from separation of municipal solid waste, etc.). In total more then 240 flames were measured in a cement kiln simulator and fuel studies were executed in the isothermal plug flow reactor. [Pg.647]

We have modelled the reacting system as an isothermal plug flow reactor, by neglecting both axial dispersion and internal and external mass transfer resistance. These assumptions are justified by experimental findings as well as by theoretical calculations. [Pg.381]

In a conventional isothermal plug-flow reactor (PFR), two important rates govern its performance - the rate of reaction and the rate of reactant feed per catalyst volume to the reactor. The ratio of these gives the Damkohler number, = (reactor volume)(maximum reaction rate per volume)/(inlet flow rate), which also involves reactor tube dimensions. The membrane reactor brings in at least one additional rate, the permeation rate of the fastest gas. The ratio of these has been labelled differently by various authors we will follow Bernstein and Lund and term it the Damkohler-Peclet product, DaPe = (maximum reaction rate per volume)/(maximum permeation rate per volume). For proper perfor-... [Pg.45]

The volumetric hydrocarbon productivity for bulk hydrogenated ZrFeHo.s intermetallide and the most active composite samples within the 40 % ZrFeH/PA-HP series is nearly identical (-670-690 g/lxh, Fig. 15), which is equal to 48-49 mole CO/lxh. For the isothermal plug-flow reactor at GHSV 7000 h", this yields the efficient FTS rate constant k 420 h". An apparent density of the composite containing 40 % wt. of AC is approximately 3 times lower than that of the bulk intermetallide. Therefore, a volume AC fraction is about 1/7 and k value, referred to it, is, respectively, -2900 h". ... [Pg.171]

Dehydrogenation of ethylbenzene to styrene is normally accomplished in a fixed-bed reactor. A catalyst is packed in tubes to form the fixed bed. Steam is often fed with the styrene to moderate the temperature excursions that are characteristic of adiabatic operation. The steam also serves to prolong the life of the catalyst. Consider the situation in which we model the behavior of this reactor as an isothermal plug flow reactor in which the dehydrogenation reaction occurs homogeneously across each cross section of the reactor. The stoichiometry of the primary reaction is... [Pg.260]


See other pages where Plug flow reactor isothermal is mentioned: [Pg.38]    [Pg.406]    [Pg.270]    [Pg.107]    [Pg.466]    [Pg.396]    [Pg.406]    [Pg.421]    [Pg.505]    [Pg.427]    [Pg.118]    [Pg.119]    [Pg.125]    [Pg.288]    [Pg.247]    [Pg.251]    [Pg.253]    [Pg.265]    [Pg.311]    [Pg.433]    [Pg.210]    [Pg.245]    [Pg.377]    [Pg.235]   
See also in sourсe #XX -- [ Pg.536 ]

See also in sourсe #XX -- [ Pg.388 ]




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